From: Raphaël Van Dyck Date: Thu, 19 Dec 2024 12:21:52 +0000 (+0100) Subject: add tutorial; revise user manual X-Git-Url: http://evlambda.org/gitweb/gitweb.cgi?a=commitdiff_plain;h=HEAD;p=evlambda.git add tutorial; revise user manual --- diff --git a/.gitignore b/.gitignore index ff457f0..fc7f90e 100644 --- a/.gitignore +++ b/.gitignore @@ -1,4 +1,5 @@ deploy +scratch.html scratch.org /ide/ /node_modules/ diff --git a/package-lock.json b/package-lock.json index c34bf29..5552c29 100644 --- a/package-lock.json +++ b/package-lock.json @@ -9,44 +9,44 @@ "version": "1.0.0", "license": "BSD-3-Clause", "dependencies": { - "@codemirror/lang-css": "^6.2.1", + "@codemirror/lang-css": "^6.3.1", "@codemirror/lang-html": "^6.4.9", "@codemirror/lang-javascript": "^6.2.2", "@codemirror/lang-xml": "^6.1.0", "@radix-ui/colors": "^3.0.0", - "@radix-ui/react-dialog": "^1.0.5", - "@radix-ui/react-icons": "^1.3.0", - "@radix-ui/react-menubar": "^1.0.4", - "@radix-ui/react-toolbar": "^1.0.4", + "@radix-ui/react-dialog": "^1.1.4", + "@radix-ui/react-icons": "^1.3.2", + "@radix-ui/react-menubar": "^1.1.4", + "@radix-ui/react-toolbar": "^1.1.1", "codemirror": "^6.0.1", - 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"integrity": "sha512-RRECPsj7iu/xb5oKYcsFHSppFNnsj/52OVTRKb4zP5onXwVF3zVmmToNcOfGC+CRDpfK/U584fMg38ZHCaElKQ==", - "dev": true, - "license": "MIT", - "dependencies": { - "color-name": "~1.1.4" - }, - "engines": { - "node": ">=7.0.0" - } - }, - "node_modules/wrap-ansi-cjs/node_modules/color-name": { - "version": "1.1.4", - "resolved": "https://registry.npmjs.org/color-name/-/color-name-1.1.4.tgz", - "integrity": "sha512-dOy+3AuW3a2wNbZHIuMZpTcgjGuLU/uBL/ubcZF9OXbDo8ff4O8yVp5Bf0efS8uEoYo5q4Fx7dY9OgQGXgAsQA==", - "dev": true, - "license": "MIT" - }, - "node_modules/wrap-ansi/node_modules/ansi-regex": { - "version": "6.0.1", - "resolved": "https://registry.npmjs.org/ansi-regex/-/ansi-regex-6.0.1.tgz", - "integrity": "sha512-n5M855fKb2SsfMIiFFoVrABHJC8QtHwVx+mHWP3QcEqBHYienj5dHSgjbxtC0WEZXYt4wcD6zrQElDPhFuZgfA==", - "dev": true, - "license": "MIT", - "engines": { - "node": ">=12" - }, - "funding": { - "url": "https://github.com/chalk/ansi-regex?sponsor=1" - } - }, - "node_modules/wrap-ansi/node_modules/ansi-styles": { - "version": "6.2.1", - "resolved": "https://registry.npmjs.org/ansi-styles/-/ansi-styles-6.2.1.tgz", - "integrity": "sha512-bN798gFfQX+viw3R7yrGWRqnrN2oRkEkUjjl4JNn4E8GxxbjtG3FbrEIIY3l8/hrwUwIeCZvi4QuOTP4MErVug==", - "dev": true, - "license": "MIT", - "engines": { - "node": ">=12" - }, - "funding": { - "url": "https://github.com/chalk/ansi-styles?sponsor=1" - } - }, - "node_modules/wrap-ansi/node_modules/emoji-regex": { - "version": "9.2.2", - "resolved": "https://registry.npmjs.org/emoji-regex/-/emoji-regex-9.2.2.tgz", - "integrity": "sha512-L18DaJsXSUk2+42pv8mLs5jJT2hqFkFE4j21wOmgbUqsZ2hL72NsUU785g9RXgo3s0ZNgVl42TiHp3ZtOv/Vyg==", - "dev": true, - "license": "MIT" - }, - "node_modules/wrap-ansi/node_modules/string-width": { - "version": "5.1.2", - "resolved": "https://registry.npmjs.org/string-width/-/string-width-5.1.2.tgz", - "integrity": "sha512-HnLOCR3vjcY8beoNLtcjZ5/nxn2afmME6lhrDrebokqMap+XbeW8n9TXpPDOqdGK5qcI3oT0GKTW6wC7EMiVqA==", - "dev": true, - "license": "MIT", - "dependencies": { - "eastasianwidth": "^0.2.0", - "emoji-regex": "^9.2.2", - "strip-ansi": "^7.0.1" - }, - "engines": { - "node": ">=12" - }, - "funding": { - "url": "https://github.com/sponsors/sindresorhus" - } - }, - "node_modules/wrap-ansi/node_modules/strip-ansi": { - "version": "7.1.0", - "resolved": "https://registry.npmjs.org/strip-ansi/-/strip-ansi-7.1.0.tgz", - "integrity": "sha512-iq6eVVI64nQQTRYq2KtEg2d2uU7LElhTJwsH4YzIHZshxlgZms/wIc4VoDQTlG/IvVIrBKG06CrZnp0qv7hkcQ==", - "dev": true, - "license": "MIT", - "dependencies": { - "ansi-regex": "^6.0.1" - }, - "engines": { - "node": ">=12" - }, - "funding": { - "url": "https://github.com/chalk/strip-ansi?sponsor=1" - } - }, "node_modules/wrappy": { "version": "1.0.2", "resolved": "https://registry.npmjs.org/wrappy/-/wrappy-1.0.2.tgz", @@ -12772,32 +8779,6 @@ "dev": true, "license": "ISC" }, - "node_modules/write-file-atomic": { - "version": "3.0.3", - "resolved": "https://registry.npmjs.org/write-file-atomic/-/write-file-atomic-3.0.3.tgz", - "integrity": "sha512-AvHcyZ5JnSfq3ioSyjrBkH9yW4m7Ayk8/9My/DD9onKeu/94fwrMocemO2QAJFAlnnDN+ZDS+ZjAR5ua1/PV/Q==", - "dev": true, - "license": "ISC", - "dependencies": { - "imurmurhash": "^0.1.4", - "is-typedarray": "^1.0.0", - "signal-exit": "^3.0.2", - "typedarray-to-buffer": "^3.1.5" - } - }, - "node_modules/xdg-basedir": { - "version": "5.1.0", - "resolved": "https://registry.npmjs.org/xdg-basedir/-/xdg-basedir-5.1.0.tgz", - "integrity": "sha512-GCPAHLvrIH13+c0SuacwvRYj2SxJXQ4kaVTT5xgL3kPrz56XxkF21IGhjSE1+W0aw7gpBWRGXLCPnPby6lSpmQ==", - "dev": true, - "license": "MIT", - "engines": { - "node": ">=12" - }, - "funding": { - "url": "https://github.com/sponsors/sindresorhus" - } - }, "node_modules/yallist": { "version": "3.1.1", "resolved": "https://registry.npmjs.org/yallist/-/yallist-3.1.1.tgz", diff --git a/package.json b/package.json index 9676dfd..230579d 100644 --- a/package.json +++ b/package.json @@ -9,44 +9,44 @@ "check-licenses": "license-checker --exclude MIT,ISC,BSD-2-Clause,BSD-3-Clause,Apache-2.0" }, "dependencies": { - "@codemirror/lang-css": "^6.2.1", + "@codemirror/lang-css": "^6.3.1", "@codemirror/lang-html": "^6.4.9", "@codemirror/lang-javascript": "^6.2.2", "@codemirror/lang-xml": "^6.1.0", "@radix-ui/colors": "^3.0.0", - "@radix-ui/react-dialog": "^1.0.5", - "@radix-ui/react-icons": "^1.3.0", - "@radix-ui/react-menubar": "^1.0.4", - "@radix-ui/react-toolbar": "^1.0.4", + "@radix-ui/react-dialog": "^1.1.4", + "@radix-ui/react-icons": "^1.3.2", + "@radix-ui/react-menubar": "^1.1.4", + "@radix-ui/react-toolbar": "^1.1.1", "codemirror": "^6.0.1", - "dotenv": "^16.4.5", - "express": "^4.19.2", + "dotenv": "^16.4.7", + "express": "^4.21.2", "jszip": "^3.10.1", - "react": "^18.3.1", - "react-dom": "^18.3.1", - "ua-parser-js": "^1.0.38" + "react": "^19.0.0", + "react-dom": "^19.0.0", + "ua-parser-js": "^2.0.0" }, "devDependencies": { - "@babel/cli": "^7.24.6", - "@babel/core": "^7.24.6", - "@babel/eslint-parser": "^7.24.6", - "@babel/eslint-plugin": "^7.24.6", - "@babel/preset-env": "^7.24.6", - "@babel/preset-react": "^7.24.6", - "@lezer/generator": "^1.7.0", - "adm-zip": "^0.5.12", - "babel-loader": "^9.1.3", - "css-loader": "^6.11.0", - "eslint": "^8.57.0", - "eslint-plugin-react-hooks": "^4.6.2", + "@babel/cli": "^7.26.4", + "@babel/core": "^7.26.0", + "@babel/eslint-parser": "^7.25.9", + "@babel/eslint-plugin": "^7.25.9", + "@babel/preset-env": "^7.26.0", + "@babel/preset-react": "^7.26.3", + "@lezer/generator": "^1.7.2", + "adm-zip": "^0.5.16", + "babel-loader": "^9.2.1", + "css-loader": "^7.1.2", + "eslint": "^9.17.0", + "eslint-plugin-react-hooks": "^5.1.0", "eslint-webpack-plugin": "^4.2.0", - "html-webpack-plugin": "^5.6.0", + "html-webpack-plugin": "^5.6.3", "license-checker": "^25.0.1", - "npm-check-updates": "^16.14.20", - "sass": "^1.77.2", - "sass-loader": "^13.3.3", - "style-loader": "^3.3.4", - "webpack": "^5.91.0", + "npm-check-updates": "^17.1.11", + "sass": "^1.83.0", + "sass-loader": "^16.0.4", + "style-loader": "^4.0.0", + "webpack": "^5.97.1", "webpack-cli": "^5.1.4" } } diff --git a/src/ide.jsx b/src/ide.jsx index f14315a..bbde5a2 100644 --- a/src/ide.jsx +++ b/src/ide.jsx @@ -1226,7 +1226,7 @@ function init(systemFiles) { init([ 'USER-MANUAL', - //'TUTORIAL', + 'TUTORIAL', //'REFERENCE-MANUAL', //'IMPLEMENTATION-NOTES', 'BIBLIOGRAPHY', diff --git a/system-files/TUTORIAL b/system-files/TUTORIAL index ce8e43f..545f4b5 100644 --- a/system-files/TUTORIAL +++ b/system-files/TUTORIAL @@ -9,5 +9,868 @@ +

Tutorial

+

The tutorial provides an introduction to writing programs. It builds on the contents of the user manual, particularly the sections “Programming Language” and “Listener Buffers”.

+

Building Blocks

+

This section introduces the global functions and macros that will be used in the tutorial. Some global functions and macros are included for the sake of completeness and will not actually be used in the tutorial.

+

In template function calls, argument names imply the following type restrictions:

+ +

In template macro calls, names enclosed in angle brackets have the following meanings:

+ +

It is customary for a function or macro that tests a condition and returns a boolean to have a name ending with a question mark. This rule has some notable exceptions, though.

+

Data Type boolean

+
+
(not boolean)
+
The function returns #t if its argument is #f and #f if its argument is #t.
+
+ 
> (not #t)
#f

> (not #f)
#t
+
+
(and <test-forms>)
+
The macro returns #t if all its arguments are #t and #f otherwise. The exact behavior of the macro is as follows: The macro evaluates the test-forms in sequence from left to right. If a test-form evaluates to an object that is not a boolean, then the following test-forms are not evaluated and the evaluation of the macro call completes abnormally. If a test-form evaluates to #f, then the following test-forms are not evaluated and the macro call evaluates to #f. If all test-forms evaluate to #t, then the macro call evaluates to #t. Note that the previous condition is automatically satisfied if there are no test-forms.
+
+ 
> (and)
#t

> (and #t)
#t

> (and #f)
#f

> (and #t #t)
#t

> (and #t #f)
#f

> (and #f #t)
#f

> (and #f #f)
#f
+
+
(or <test-forms>)
+
The macro returns #f if all its arguments are #f and #t otherwise. The exact behavior of the macro is as follows: The macro evaluates the test-forms in sequence from left to right. If a test-form evaluates to an object that is not a boolean, then the following test-forms are not evaluated and the evaluation of the macro call completes abnormally. If a test-form evaluates to #t, then the following test-forms are not evaluated and the macro call evaluates to #t. If all test-forms evaluate to #f, then the macro call evaluates to #f. Note that the previous condition is automatically satisfied if there are no test-forms.
+
+ 
> (or)
#f

> (or #t)
#t

> (or #f)
#f

> (or #t #t)
#t

> (or #t #f)
#t

> (or #f #t)
#t

> (or #f #f)
#f
+

When we say that a macro does this and that, what we really mean is that the expansion of the macro does this and that. In the case of the macros and and or, it is their expansions that evaluate the test-forms in sequence from left to right, etc.

+

The macros and and or stop evaluating their operands as soon as they can determine that the result of the macro call is definitively true or definitively false. This short-circuiting behavior is possible only because and and or are macros. When a function call is evaluated, all the operands are always evaluated (unless the evaluation of the operator or the evaluation of one of the operands other than the last one completes abnormally or does not complete).

+

Here are two expansions illustrating the implementations of the macros and and or:

+ +

The name of the function not and the names of the macros and and or do not end with a question mark because the function and the macros do not really test a condition. Instead, they combine booleans (they are boolean operators).

+

Data Type number

+

Arithmetic Operators

+
+
(+ number1 … numbern)
+
If the function is invoked on zero numbers, then the number 0 is returned. If the function is invoked on one number, then that number is returned. If the function is invoked on more than one number, then the result of adding those numbers from left to right is returned: the second number is added to the first number, then the third number is added to the partial result just computed, … The function is a closure built on top of the primitive function _+, which must be invoked on exactly two numbers.
+
+ 
> (+)
0

> (+ 1)
1

> (+ 1 2)
3

> (+ 1 2 3)
6
+
+
(- number1 … numbern)
+
If the function is invoked on zero numbers, then the invocation completes abnormally. If the function is invoked on one number, then the opposite of that number is returned. If the function is invoked on more than one number, then the result of subtracting those numbers from left to right is returned: the second number is subtracted from the first number, then the third number is subtracted from the partial result just computed, … The function is a closure built on top of the primitive function _-, which must be invoked on exactly two numbers.
+
+ 
> (-)
ERROR: Expecting at least one number.

> (- 1)
-1

> (- 0 1)
-1

> (- 0 1 2)
-3

> (- 0 1 2 3)
-6
+
+
(* number1 … numbern)
+
If the function is invoked on zero numbers, then the number 1 is returned. If the function is invoked on one number, then that number is returned. If the function is invoked on more than one number, then the result of multiplying those numbers from left to right is returned: the first number is multiplied by the second number, then the partial result just computed is multiplied by the third number, … The function is a closure built on top of the primitive function _*, which must be invoked on exactly two numbers.
+
+ 
> (*)
1

> (* 2)
2

> (* 2 4)
8

> (* 2 4 8)
64
+
+
(/ number1 … numbern)
+
If the function is invoked on zero numbers, then the invocation completes abnormally. If the function is invoked on one number, then the inverse of that number is returned. If the function is invoked on more than one number, then the result of dividing those numbers from left to right is returned: the first number is divided by the second number, then the partial result just computed is divided by the third number, … The function is a closure built on top of the primitive function _/, which must be invoked on exactly two numbers.
+
+ 
> (/)
ERROR: Expecting at least one number.

> (/ 2)
0.5

> (/ 1 2)
0.5

> (/ 1 2 4)
0.125

> (/ 1 2 4 8)
0.015625
+

Comparison Operators

+
+
(= number1 number2)
+
The function returns #t if its two arguments are equal and #f otherwise.
+
(/= number1 number2)
+
The function returns #t if its two arguments are different and #f otherwise.
+
(< number1 number2)
+
The function returns #t if its first argument is less than its second argument and #f otherwise.
+
(<= number1 number2)
+
The function returns #t if its first argument is less than or equal to its second argument and #f otherwise.
+
(> number1 number2)
+
The function returns #t if its first argument is greater than its second argument and #f otherwise.
+
(>= number1 number2)
+
The function returns #t if its first argument is greater than or equal to its second argument and #f otherwise.
+
+ 
> (list (= -1 0) (= 0 0) (= 1 0))
(#f #t #f)

> (list (/= -1 0) (/= 0 0) (/= 1 0))
(#t #f #t)

> (list (< -1 0) (< 0 0) (< 1 0))
(#t #f #f)

> (list (<= -1 0) (<= 0 0) (<= 1 0))
(#t #t #f)

> (list (> -1 0) (> 0 0) (> 1 0))
(#f #f #t)

> (list (>= -1 0) (>= 0 0) (>= 1 0))
(#f #t #t)
+

The names of the comparison operators do not end with a question mark because they traditionally do not (in mathematics and other programming languages).

+

Data Type list

+
+
(list? object)
+
The function returns #t if its argument is of type list and #f otherwise.
+
+ 
> (list? '())
#t

> (list? '(1 2 3))
#t
+
+
(list object1 … objectn)
+
The function collects its arguments into a list: when invoked on the arguments object1, …, objectn, the function returns a list whose elements are object1, …, objectn.
+
+ 
> (list)
()

> (list 1 2 3)
(1 2 3)
+

Data Type empty-list

+
+
(empty-list? object)
+
The function returns #t if its argument is of type empty-list and #f otherwise.
+
+ 
> (empty-list? '())
#t

> (empty-list? '(1 2 3))
#f
+

Data Type cons

+
+
(cons? object)
+
The function returns #t if its argument is of type cons and #f otherwise.
+
+ 
> (cons? '())
#f

> (cons? '(1 2 3))
#t
+
+
(cons object1 object2)
+
The function returns a new cons whose first element is object1 and whose second element is object2.
+
+ 
> (cons 3 '())
(3)

> (cons 2 (cons 3 '()))
(2 3)

> (cons 1 (cons 2 (cons 3 '())))
(1 2 3)
+
+
(car cons)
+
The function returns the first element of its argument.
+
(cdr cons)
+
The function returns the second element of its argument.
+
+ 
> (car '(1 2 3))
1

> (cdr '(1 2 3))
(2 3)

> (car (cdr '(1 2 3)))
2

> (cdr (cdr '(1 2 3)))
(3)

> (car (cdr (cdr '(1 2 3))))
3

> (cdr (cdr (cdr '(1 2 3))))
()
+

Equality Predicates

+

The purpose of an equality predicate is to test the sameness of two objects. An equality predicate returns #t if the two objects are the same and #f otherwise. Because there are multiple notions of sameness, there are multiple equality predicates. The three main equality predicates are eq?, eql?, and equal?.

+
+
(eq? object1 object2)
+
The function returns #t if and only if the two objects are one and the same. In other words, the function returns #t if and only if the two objects have the same address in the heap.
+
(eql? object1 object2)
+
If both objects are of type number, then the function returns #t if and only if the two objects represent the same mathematical number. Otherwise, if both objects are of type character, then the function returns #t if and only if the two objects represent the same Unicode character. Otherwise, if both objects are of type string, then the function returns #t if and only if the two objects represent the same indexed sequence of Unicode characters. Otherwise, the function returns #t if and only if the two objects are eq?.
+
(equal? object1 object2)
+
If both objects are of type cons, then the function returns #t if and only if the cars of the two objects are equal? and the cdrs of the two objects are equal?. Otherwise, if both objects are of type vector, then the function returns #t if and only if the two objects have the same length and their corresponding elements are equal?. Otherwise, the function returns #t if and only if the two objects are eql?.
+
+

The three main equality predicates are related as follows:

+ +

Of the three main equality predicates, eq? is the most discriminating and equal? is the least discriminating.

+

Because the three main equality predicates all return #f when testing the sameness of two objects of different leaf types, which one to use depends only on their behaviors when testing the sameness of two objects of the same leaf type.

+

Because there exists in the heap exactly one object of type void, two objects of type void are necessarily one and the same. Therefore, the appropriate equality predicates to test the sameness of two objects of type void are eq? and the equivalent eql? and equal?. (The fact that there exists in the heap exactly one object of type void means that the language cannot distinguish between two different missing objects, or two different undefined objects, or one missing object and one undefined object.)

+

When testing the sameness of two objects of type boolean, we want to test if the two objects represent the same truth value. Because there exists in the heap exactly one object of type boolean representing true and exactly one object of type boolean representing false, representing the same truth value is equivalent to being one and the same. Therefore, the appropriate equality predicates to test the sameness of two objects of type boolean are eq? and the equivalent eql? and equal?.

+

When testing the sameness of two objects of type number, we want to test if the two objects represent the same mathematical number. Because there can exist in the heap more than one object of type number representing the same mathematical number, representing the same mathematical number is not equivalent to being one and the same. Therefore, eq? is not an appropriate equality predicate to test the sameness of two objects of type number. The appropriate equality predicates are eql? and the equivalent equal?.

+

When testing the sameness of two objects of type character, we want to test if the two objects represent the same Unicode character. Because there can exist in the heap more than one object of type character representing the same Unicode character, representing the same Unicode character is not equivalent to being one and the same. Therefore, eq? is not an appropriate equality predicate to test the sameness of two objects of type character. The appropriate equality predicates are eql? and the equivalent equal?.

+

When testing the sameness of two objects of type string, we want to test if the two objects represent the same indexed sequence of Unicode characters. Because there can exist in the heap more than one object of type string representing the same indexed sequence of Unicode characters, representing the same indexed sequence of Unicode characters is not equivalent to being one and the same. Therefore, eq? is not an appropriate equality predicate to test the sameness of two objects of type string. The appropriate equality predicates are eql? and the equivalent equal?.

+

Using eq? to test the sameness of two objects of type number, character, or string is never safe because the evaluator is free to make copies of objects of those types at any time. Let's illustrate the point by considering the form ((_vlambda (x) (eq? x x)) 0). It is not guaranteed that the object of type number created by the reader, the value of the variable x, the first argument passed to the function eq?, and the second argument passed to the function eq? are one and the same. If the two objects passed to the function eq? are one and the same, then the test evaluates to #t. If the two objects passed to the function eq? are not one and the same, then the test evaluates to #f. Even in this seemingly straightforward case, the result of the test is unpredictable. The same goes for objects of type character or string.

+

The identity of an object of type keyword or variable is determined by its name. When testing the sameness of two objects of type keyword or variable, we want to test if the two objects have the same name. Because there cannot exist in the heap more than one object of type keyword or variable with the same name, having the same name is equivalent to being one and the same. Therefore, the appropriate equality predicates to test the sameness of two objects of type keyword or variable are eq? and the equivalent eql? and equal?.

+

Because there exists in the heap exactly one object of type empty-list, two objects of type empty-list are necessarily one and the same. Therefore, the appropriate equality predicates to test the sameness of two objects of type empty-list are eq? and the equivalent eql? and equal?. (The fact that there exists in the heap exactly one object of type empty-list means that the language cannot distinguish between two different empty lists of objects.)

+

When testing the sameness of two objects of type cons or two objects of type vector, we can use eq? or the equivalent eql? to test if the two objects are one and the same or we can use equal? to test if the two objects have the same elements.

+

When testing the sameness of two objects of type primitive-function or two objects of type closure, we would like to test if the two objects have the same behavior (same input/output mapping and same side effects). In practice, we can only test if the two objects are one and the same by using eq? or the equivalent eql? and equal?. For objects of type primitive-function, being one and the same is equivalent to having the same behavior. For objects of type closure, being one and the same implies having the same behavior but the converse is not true.

+

When testing the sameness of two objects that can each be of type type1, type2, …, we must use an equality predicate that is appropriate to test the sameness of two objects of type type1, two objects of type type2, ….

+

As a matter of style, when more than one equality predicate is appropriate, we should use the most discriminating one. As a matter of style again, when testing the sameness of two objects that can only be of type number, we should use the comparison operator = instead of the equality predicate eql?.

+

Global Definitions

+
+
(vdef <variable> <value-form>)
+
The purpose of the macro is to define a global variable by ensuring that the variable is bound in the value namespace of the global environment to the primary value of the value-form. The macro call evaluates to the variable.
+
(fdef <variable> <parameter-list> <body>)
+
The purpose of the macro is to define a global function by ensuring that the variable is bound in the function namespace of the global environment to the closure resulting from the evaluation of the _vlambda-form (_vlambda <parameter-list> <body>). The macro call evaluates to the variable.
+
(mdef <variable> <parameter-list> <body>)
+
The purpose of the macro is to define a global macro by ensuring that the variable is bound in the function namespace of the global environment to the closure resulting from the evaluation of the _mlambda-form (_mlambda <parameter-list> <body>). The macro call evaluates to the variable.
+
+

Evaluation and Invocation Traces

+

An evaluation trace is a structured recording of some or all of the evaluations, invocations, and various steps performed by the evaluator to evaluate a form. It is assumed that the evaluation of the form completes normally, which implies that all evaluations and invocations entailed by the evaluation of the form also complete normally. Evaluation traces have the following format:

+ +

An evaluation trace is a tool used to illustrate a point. Any evaluation, invocation, or step that is not necessary to illustrate the point can be omitted from the evaluation trace. The only constraint is that if an evaluation or invocation is included in the evaluation trace, then both the in line and the matching out line must be included.

+

Let X be an evaluation or invocation and Y be another evaluation or invocation. A consequence of the evaluation rules is that X and Y cannot overlap. If we place X-in, X-out, Y-in, and Y-out on a line where time flows from left to right, there are four possible configurations and two impossible configurations:

+ +

To make nesting more obvious, the lines located between a pair of matching in and out lines are indented to the right with respect to the matching lines. To make the connection between an in line and the matching out line more obvious, non-adjacent matching lines are connected by a vertical line.

+

An invocation trace is an evaluation trace that only records invocations. Macro invocations are almost always omitted from an invocation trace.

+

Here is an evaluation trace of the evaluation of the form (+ 1 2). It will be assumed, wrongly, that the definition of the global function + is (fdef + (x y) (_+ x y)):

+
+ +
+

Let's consider the following global macro, whose purpose is to evaluate the form with respect to a lexical environment extending the current lexical environment to bind, in the value namespace, the variable to the primary value of the value-form:

+ 
> (mdef simple-vlet (variable value-form form)
    (list (list '_vlambda (list variable) form) value-form))
simple-vlet

> (simple-vlet x 1 (+ x 2))
3

> (simple-vlet x 1 (simple-vlet y 2 (+ x y)))
3
+

Here is an evaluation trace of the evaluation of the form (simple-vlet x 1 (+ x 2)):

+
+ +
+

Here is an evaluation trace of the evaluation of the form (simple-vlet x 1 (simple-vlet y 2 (+ x y))):

+
+ +
+

When debugging a macro, it is often useful to examine some expansions generated by the macro. The expansion of the macro call (<macro-name> <operand-1> … <operand-n>) can easily be obtained by evaluating the function call ((fref <macro-name>) '<operand-1> … '<operand-n>):

+ 
> ((fref simple-vlet) 'x '1 '(+ x 2))
((_vlambda (x) (+ x 2)) 1)

> ((fref simple-vlet) 'x '1 '(simple-vlet y 2 (+ x y)))
((_vlambda (x) (simple-vlet y 2 (+ x y))) 1)

> ((fref simple-vlet) 'y '2 '(+ x y))
((_vlambda (y) (+ x y)) 2)

> ((fref simple-vlet) 'x '1 ((fref simple-vlet) 'y '2 '(+ x y)))
((_vlambda (x) ((_vlambda (y) (+ x y)) 2)) 1)
+

Let's consider the following global function, which returns the absolute value of its argument:

+ 
> (fdef abs (x)
    (if (>= x 0) x (- x)))
abs

> (abs 1)
1

> (abs -1)
1
+

Here is an evaluation trace of the evaluation of the form (abs 1):

+
+ +
+

Here is an evaluation trace of the evaluation of the form (abs -1):

+
+ +
+

Let's consider the following global functions:

+ 
> (fdef sum-of-squares (x y)
    (+ (square x) (square y)))
sum-of-squares

> (fdef square (x)
    (* x x))
square

> (sum-of-squares 3 4)
25
+

Here is an invocation trace of the evaluation of the form (sum-of-squares 3 4):

+
+ +
+

Recursive Functions

+

A recursive function is a function that invokes itself directly (f→f) or indirectly (f→g→…→f).

+

A recursive function call is a function call through which a recursive function invokes itself directly or indirectly.

+

A form is said to be in tail position with respect to a lambda-form if and only if one of the following mutually exclusive conditions is satisfied:

+ +

A form in tail position with respect to a lambda-form has the following property: If (1) a closure resulting from the evaluation of the lambda-form is invoked and (2) the form happens to be evaluated during the invocation of the closure, then the result of the evaluation of the form becomes the result of the invocation of the closure without any further processing. (The values of the form are returned as is and not used otherwise.)

+

Factorial Function

+

The factorial function is defined by the following recurrence relation, where n is a non-negative integer:

+ +

It follows from the definition that the factorial of n is equal to the product of the first n strictly positive integers:

+
n! = 1 × 2 × 3 × ⋯ × n
+

The equality still holds for n = 0 because the product is then empty and an empty product is, by convention, equal to 1.

+

Here are the values of the factorial function for n varying from 0 to 10:

+ + + +
0!1!2!3!4!5!6!7!8!9!10!
1126241207205040403203628803628800
+

The values of the factorial function can be computed by the global function fact, which is a direct translation of the recurrence relation:

+ 
> (fdef fact (n)
    (if (= n 0) 1 (* n (fact (- n 1)))))
fact

> (fact 10)
3628800
+

The global function fact contains one recursive function call, which is not in tail position.

+

Here is an invocation trace of the evaluation of the form (fact 6):

+
+ +
+

There are two phases in the evaluation of the form (fact 6): (1) an expansion phase during which the number of active invocations of fact increases and (2) a contraction phase during which the number of active invocations of fact decreases. When the evaluator is processing the invocation of fact on the number 0, there are 7 active invocations of fact:

+
    +
  1. One evaluating the body of fact with respect to a lexical environment binding, in the value namespace, the variable n to the number 6. That invocation is waiting for the value of the recursive invocation of fact on the number (- n 1) = 5. When that value is eventually available, it will be multiplied by the number n = 6 and the result of the multiplication will be returned as the value of the invocation.
    2. +
  2. One evaluating the body of fact with respect to a lexical environment binding, in the value namespace, the variable n to the number 5. That invocation is waiting…
    3. +
  3. One evaluating the body of fact with respect to a lexical environment binding, in the value namespace, the variable n to the number 4. That invocation is waiting…
    4. +
  4. One evaluating the body of fact with respect to a lexical environment binding, in the value namespace, the variable n to the number 3. That invocation is waiting…
    5. +
  5. One evaluating the body of fact with respect to a lexical environment binding, in the value namespace, the variable n to the number 2. That invocation is waiting…
    6. +
  6. One evaluating the body of fact with respect to a lexical environment binding, in the value namespace, the variable n to the number 1. That invocation is waiting for the value of the recursive invocation of fact on the number (- n 1) = 0. When that value is eventually available, it will be multiplied by the number n = 1 and the result of the multiplication will be returned as the value of the invocation.
    7. +
  7. One evaluating the body of fact with respect to a lexical environment binding, in the value namespace, the variable n to the number 0. That invocation directly returns the number 1 as its value without any further recursive invocation of fact.
    8. +
+

The factorial is computed during the contraction phase by adding factors to a running product. The running product is initialized to the number 1 by the innermost invocation and the whole product is equal to 6 × (5 × (4 × (3 × (2 × (1 × 1))))).

+

The values of the factorial function can also be computed by the global function fact-iter:

+ 
> (fdef fact-iter (n)
    (fact-iter-internal n 1))
fact-iter

> (fdef fact-iter-internal (n acc)
    (if (= n 0) acc (fact-iter-internal (- n 1) (* n acc))))
fact-iter-internal

> (fact-iter 10)
3628800
+

The bulk of the work is done by the auxiliary global function fact-iter-internal, which contains one recursive function call. The call to fact-iter-internal in fact-iter and the recursive function call in fact-iter-internal are both in tail position.

+

Here is an invocation trace of the evaluation of the form (fact-iter 6):

+
+ +
+

There are two phases in the evaluation of the form (fact-iter 6): (1) an expansion phase during which the number of active invocations increases and (2) a contraction phase during which the number of active invocations decreases. When the evaluator is processing the invocation of fact-iter-internal on the numbers 0 and 720, there are 8 active invocations (1 of fact-iter and 7 of fact-iter-internal):

+
    +
  1. One evaluating the body of fact-iter with respect to a lexical environment binding, in the value namespace, the variable n to the number 6. That invocation is waiting for the value of the invocation of fact-iter-internal on the numbers n = 6 and 1. When that value is eventually available, it will be returned as the value of the invocation without any further processing.
    2. +
  2. One evaluating the body of fact-iter-internal with respect to a lexical environment binding, in the value namespace, the variable n to the number 6 and the variable acc to the number 1. That invocation is waiting for the value of the recursive invocation of fact-iter-internal on the numbers (- n 1) = 5 and (* n acc) = 6. When that value is eventually available, it will be returned as the value of the invocation without any further processing.
    3. +
  3. One evaluating the body of fact-iter-internal with respect to a lexical environment binding, in the value namespace, the variable n to the number 5 and the variable acc to the number 6. That invocation is waiting…
    4. +
  4. One evaluating the body of fact-iter-internal with respect to a lexical environment binding, in the value namespace, the variable n to the number 4 and the variable acc to the number 30. That invocation is waiting…
    5. +
  5. One evaluating the body of fact-iter-internal with respect to a lexical environment binding, in the value namespace, the variable n to the number 3 and the variable acc to the number 120. That invocation is waiting…
    6. +
  6. One evaluating the body of fact-iter-internal with respect to a lexical environment binding, in the value namespace, the variable n to the number 2 and the variable acc to the number 360. That invocation is waiting…
    7. +
  7. One evaluating the body of fact-iter-internal with respect to a lexical environment binding, in the value namespace, the variable n to the number 1 and the variable acc to the number 720. That invocation is waiting for the value of the recursive invocation of fact-iter-internal on the numbers (- n 1) = 0 and (* n acc) = 720. When that value is eventually available, it will be returned as the value of the invocation without any further processing.
    8. +
  8. One evaluating the body of fact-iter-internal with respect to a lexical environment binding, in the value namespace, the variable n to the number 0 and the variable acc to the number 720. That invocation directly returns the number acc = 720 as its value without any further invocation of fact-iter-internal.
    9. +
+

The factorial is computed during the expansion phase by adding factors to a running product. The running product, which is initialized to the number 1 by fact-iter, is propagated up the invocation chain through the variable acc. The whole product, which is equal to 1 × (2 × (3 × (4 × (5 × (6 × 1))))), is propagated down the invocation chain without any further processing.

+

Fibonacci Sequence

+

The Fibonacci sequence is defined by the following recurrence relation, where n is a non-negative integer:

+ +

Here are the values of the Fibonacci sequence for n varying from 0 to 10:

+ + + +
F0F1F2F3F4F5F6F7F8F9F10
011235813213455
+

The values of the Fibonacci sequence can be computed by the global function fib, which is a direct translation of the recurrence relation:

+ 
> (fdef fib (n)
    (if (= n 0)
        0
      (if (= n 1)
          1
        (+ (fib (- n 1)) (fib (- n 2))))))
fib

> (fib 10)
55
+

The global function fib contains two recursive function calls, which are not in tail position.

+

Here is an invocation trace of the evaluation of the form (fib 6):

+
+ +
+

During the evaluation of the form (fib 6), the global function fib is invoked 1 time on the number 6, 1 time on the number 5, 2 times on the number 4, 3 times on the number 3, 5 times on the number 2, 8 times on the number 1, and 5 times on the number 0.

+

When the evaluator is processing the first invocation of fib on the number 0 (that invocation has a gray background in the invocation trace), there are 6 active invocations of fib:

+
    +
  1. One evaluating the body of fib with respect to a lexical environment binding, in the value namespace, the variable n to the number 6. That invocation is waiting for the value of the recursive invocation of fib on the number (- n 1) = 5. When that value is eventually available, it will be stored in a temporary location and fib will be invoked recursively on the number (- n 2) = 4. When the value of the second recursive invocation of fib is eventually available, it will be added to the stored value of the first recursive invocation of fib and the result of the addition will be returned as the value of the invocation.
    2. +
  2. One evaluating the body of fib with respect to a lexical environment binding, in the value namespace, the variable n to the number 5. That invocation is waiting…
    3. +
  3. One evaluating the body of fib with respect to a lexical environment binding, in the value namespace, the variable n to the number 4. That invocation is waiting…
    4. +
  4. One evaluating the body of fib with respect to a lexical environment binding, in the value namespace, the variable n to the number 3. That invocation is waiting for the value of the recursive invocation of fib on the number (- n 1) = 2. When that value is eventually available, it will be stored in a temporary location and fib will be invoked recursively on the number (- n 2) = 1. When the value of the second recursive invocation of fib is eventually available, it will be added to the stored value of the first recursive invocation of fib and the result of the addition will be returned as the value of the invocation.
    5. +
  5. One evaluating the body of fib with respect to a lexical environment binding, in the value namespace, the variable n to the number 2. That invocation has already stored in a temporary location the value of the recursive invocation of fib on the number (- n 1) = 1 and is waiting for the value of the recursive invocation of fib on the number (- n 2) = 0. When the value of the second recursive invocation of fib is eventually available, it will be added to the stored value of the first recursive invocation of fib and the result of the addition will be returned as the value of the invocation.
    6. +
  6. One evaluating the body of fib with respect to a lexical environment binding, in the value namespace, the variable n to the number 0. That invocation directly returns the number 0 as its value without any further invocation of fib.
    7. +
+

The values of the Fibonacci sequence can also be computed by the global function fib-iter:

+ 
> (fdef fib-iter (n)
    (fib-iter-internal n 0 1))
fib-iter

> (fdef fib-iter-internal (n a b)
    (if (= n 0)
        a
      (if (= n 1)
          b
        (fib-iter-internal (- n 1) b (+ a b)))))
fib-iter-internal

> (fib-iter 10)
55
+

The bulk of the work is done by the auxiliary global function fib-iter-internal, which contains one recursive function call. The call to fib-iter-internal in fib-iter and the recursive function call in fib-iter-internal are both in tail position.

+

Whereas the global function fib computes the Fibonacci sequence top-down in a branching process that repeats the computation of some Fibonacci numbers, the global function fib-iter computes the Fibonacci sequence bottom-up in a linear process that do not repeat the computation of any Fibonacci numbers:

+ +

Let ninit be the the argument of fib-iter and n, a, and b be the arguments of the invocation of fib-iter-internal under consideration. When processing the non-recursive invocation of fib-iter-internal, n = ninit, a = F0, and b = F1. If ninit = 0, then fib-iter-internal returns a = F0. Otherwise, if ninit = 1, then fib-iter-internal returns b = F1. Otherwise, fib-iter-internal invokes itself recursively. On each recursive invocation of fib-iter-internal, n is decremented by 1, a is replaced by the next Fibonacci number in the sequence F0, F1, F2, …, and b is replaced by the next Fibonacci number in the sequence F1, F2, F3, …. When processing the (ninit - 1)-th recursive invocation of fib-iter-internal, n = ninit - (ninit - 1) = 1, a = Fninit - 1, and b = Fninit and fib-iter-internal returns b = Fninit.

+

Here is an invocation trace of the evaluation of the form (fib-iter 6):

+
+ +
+

When the evaluator is processing the invocation of fib-iter-internal on the numbers 1, 5, and 8, there are 7 active invocations (1 of fib-iter and 6 fib-iter-internal):

+
    +
  1. One evaluating the body of fib-iter with respect to a lexical environment binding, in the value namespace, the variable n to the number 6. That invocation is waiting for the value of the invocation of fib-iter-internal on the numbers n = 6, 0 and 1. When that value is eventually available, it will be returned as the value of the invocation without any further processing.
    2. +
  2. One evaluating the body of fib-iter-internal with respect to a lexical environment binding, in the value namespace, the variable n to the number 6, the variable a to the number 0, and the variable b to the number 1. That invocation is waiting for the value of the recursive invocation of fib-iter-internal on the numbers (- n 1) = 5, b = 1, and (+ a b) = 1. When that value is eventually available, it will be returned as the value of the invocation without any further processing.
    3. +
  3. One evaluating the body of fib-iter-internal with respect to a lexical environment binding, in the value namespace, the variable n to the number 5, the variable a to the number 1, and the variable b to the number 1. That invocation is waiting…
    4. +
  4. One evaluating the body of fib-iter-internal with respect to a lexical environment binding, in the value namespace, the variable n to the number 4, the variable a to the number 1, and the variable b to the number 2. That invocation is waiting…
    5. +
  5. One evaluating the body of fib-iter-internal with respect to a lexical environment binding, in the value namespace, the variable n to the number 3, the variable a to the number 2, and the variable b to the number 3. That invocation is waiting…
    6. +
  6. One evaluating the body of fib-iter-internal with respect to a lexical environment binding, in the value namespace, the variable n to the number 2, the variable a to the number 3, and the variable b to the number 5. That invocation is waiting for the value of the recursive invocation of fib-iter-internal on the numbers (- n 1) = 1, b = 5, and (+ a b) = 8. When that value is eventually available, it will be returned as the value of the invocation without any further processing.
    7. +
  7. One evaluating the body of fib-iter-internal with respect to a lexical environment binding, in the value namespace, the variable n to the number 1, the variable a to the number 5, and the variable 8 to the number 5. That invocation directly returns the number b = 8 as its value without any further invocation of fib-iter-internal.
    8. +
diff --git a/system-files/USER-MANUAL b/system-files/USER-MANUAL index 589a5d0..e088b8c 100644 --- a/system-files/USER-MANUAL +++ b/system-files/USER-MANUAL @@ -16,85 +16,106 @@

Programming Language

This section provides an overview of the programming language. Some of the concepts introduced in this section will be illustrated in the section Listener Buffers. An introduction to writing programs can be found in the tutorial. A detailed account of the programming language can be found in the reference manual.

The programming language, which is called EVLambda like the project, is heavily inspired by the programming languages Scheme and Common Lisp. The bibliography contains many references covering and/or using those two programming languages.

-

In EVLambda, there is no difference of nature between code and data. Both code and data are represented by objects and it is the context of its occurrence that determines if an object must be treated as code or as data. The word object is used here in the broad sense of data structure without any reference to object-oriented programming.

+

In EVLambda, there is no difference of nature between code and data. Both code and data are represented by objects and it is the context of its occurrence that determines if an object must be treated as code or as data. The word “object” is used here in the broad sense of data structure without any reference to object-oriented programming.

As we will see below, objects are patterns of bits inside the computer's memory. To facilitate communicating about objects, reading and writing code and data, etc., objects have associated sequences of characters that can be used to represent them.

Most objects have at least one readable representation. A readable representation of an object is a sequence of characters that can be used to represent the object in input operations. The reader is the component of the programming language responsible for converting a readable representation into the corresponding object.

All objects have exactly one printable representation. The printable representation of an object is a sequence of characters that can be used to represent the object in output operations. When an object has exactly one readable representation, its printable representation is identical to its readable representation. When an object has more than one readable representation, its printable representation is identical to one of its readable representations chosen to be the standard way to represent the object. When an object has no readable representations, its printable representation is a sequence of characters revealing its type. The printer is the component of the programming language responsible for converting an object into its printable representation.

Objects are organized into classes called types and types are organized into a hierarchy of types. The type at the top of the hierarchy is called the root type. The types at the bottom of the hierarchy are called the leaf types. If type A is located below type B in the hierarchy, then type A is called a subtype of type B and any object that belongs to type A also belongs to type B. The term “data type” is sometimes used in place of the term “type” even though a (data) type is a class of objects and an object can be a piece of code or a piece of data.

Here is a tree-view representation of the hierarchy of types:

object
  |-void
  |-boolean
  |-number
  |-character
  |-string
  |-symbol
  |   |-keyword
  |   |-variable
  |-list
  |   |-empty-list
  |   |-cons
  |-vector
  |-function
  |   |-primitive-function
  |   |-closure
-

And here is a brief description of the leaf types:

+

And here is a brief description of the leaf types (readable and printable representations have a gray background):

void
-
There is exactly one object of type void. Its readable representation is #v and its purpose is to represent missing or undefined objects.
+
There is exactly one object of type void. Its readable representation is #v and its purpose is to represent missing or undefined objects.
boolean
-
Booleans represent truth values. There are exactly two objects of type boolean: #t (representing true) and #f (representing false).
+
Booleans represent truth values. There are exactly two objects of type boolean: #t (representing true) and #f (representing false).
number
-
Numbers represent mathematical numbers: 123, -123, 123.456, -123.456, … The representation of a mathematical number by an object of type number can be exact or approximate.
+
Numbers represent mathematical numbers: 123, -123, 123.456, -123.456, … The representation of a mathematical number by an object of type number can be exact or approximate.
character
-
Characters represent Unicode characters: #\a, #\b, #\c, … Most of the characters used in the world have a corresponding Unicode character.
+
Characters represent Unicode characters: #\a, #\b, #\c, … Most of the characters used in the world have a corresponding Unicode character.
string
-
Strings represent indexed sequences of Unicode characters: "abc", …
+
Strings represent indexed sequences of Unicode characters: "abc", …
keyword
-
Keywords can, among other uses, represent named values: :red, :green, :blue, …
+
Keywords can, among other uses, represent named values: :red, :green, :blue, …
variable
-
Variables are primarily used to name objects and various other entities. For example, the names of the types are variables: object, void, …
+
Variables are primarily used to name objects and various other entities. For example, the names of the types are variables: object, void, …
empty-list
-
There is exactly one object of type empty-list. Its readable representation is () and its purpose is to represent empty lists of objects.
+
There is exactly one object of type empty-list. Its readable representation is () and its purpose is to represent empty lists of objects.
cons
-
A cons is a pair of objects. The first element is called the car of the cons and the second element is called the cdr of the cons. Conses are the building blocks of many data structures. In particular, conses can be chained together to represent non-empty lists of objects. A non-empty list of objects is represented by a cons whose car is the first element of the list and whose cdr is the sublist of the list obtained by omitting its first element. For example, the list (1 2 3) is represented by a chain of three conses: a first cons whose car is the number 1 and whose cdr is the second cons, a second cons whose car is the number 2 and whose cdr is the third cons, and a third cons whose car is the number 3 and whose cdr is the empty list.
+
A cons is a pair of objects. The first element is called the car of the cons and the second element is called the cdr of the cons. Conses are the building blocks of many data structures. In particular, conses can be chained together to represent non-empty lists of objects. A non-empty list of objects is represented by a cons whose car is the first element of the list and whose cdr is the sublist of the list obtained by omitting its first element. For example, the list (1 2 3) is represented by a chain of three conses: a first cons whose car is the number 1 and whose cdr is the second cons, a second cons whose car is the number 2 and whose cdr is the third cons, and a third cons whose car is the number 3 and whose cdr is the empty list.
vector
-
Vectors represent indexed sequences of objects: #(), #(1 2 3), …
+
Vectors represent indexed sequences of objects: #(), #(1 2 3), …
primitive-function
-
Primitive functions are input/output mappings implemented in a programming language other than EVLambda. Primitive functions have no readable representations and their printable representation is #<primitive-function>.
+
Primitive functions are input/output mappings implemented in a programming language other than EVLambda. Primitive functions have no readable representations and their printable representation is #<primitive-function>.
closure
-
Closures are input/output mappings implemented in EVLambda. Some closures are tagged as being a macro. Macros are code to code mappings used to create new language constructs. Closures have no readable representations and their printable representation is #<closure>.
+
Closures are input/output mappings implemented in EVLambda. Some closures are tagged as being a macro. Macros are code to code mappings used to create new language constructs. Closures have no readable representations and their printable representation is #<closure>.
+

Each symbol has an associated sequence of characters (called the name of the symbol) that serves as its readable representation. If the name of a symbol starts with a colon, then the symbol is a keyword. Otherwise, the symbol is a variable. The reader always converts the same name into the same symbol.

+

The printable representation of a list consists of a left parenthesis followed by the printable representations of the elements of the list separated by a single space followed by a right parenthesis. The printable representation of a list is just one of its infinitely many readable representations. In particular, other readable representations can be obtained by using sequences of at least one whitespace character instead of single spaces to separate the elements of the list.

+

Although a macro is technically a function (because a macro is an object of type closure and type closure is a subtype of type function), the word “function” is sometimes used to denote specifically a function other than a macro (that is, a primitive function or a closure not tagged as being a macro).

Variables name objects through the use of namespaces, bindings, environments, and lookup rules:

A variable that is associated with an object through a binding belonging to namespace X of environment Y is said to be bound to the object in namespace X of environment Y. A variable that is not associated with an object through a binding belonging to namespace X of environment Y is said to be unbound in namespace X of environment Y.

Objects, bindings, and environments are represented by non-overlapping patterns of bits located inside a region of the computer's memory called the heap. Each object, binding, and environment is uniquely identified by the address of the pattern of bits that represents it. Like objects, bindings, and environments, addresses are also represented by patterns of bits. A reference to an object, binding, or environment is an instance of the pattern of bits that represents the address of the pattern of bits that represents the object, binding, or environment. By abuse of language, we often confuse a reference to an object, binding, or environment with the referenced object, binding, or environment itself.

+

The pattern of bits representing an object has two parts: one part specifying the type of the object and one part specifying which member of the type is represented by the object.

An object, binding, or environment references another object, binding, or environment by embedding into its representation a reference to that other object, binding, or environment:

-

The references embedded inside the representation of an object, binding, or environment can be thought of as occupying memory locations denoted by the object, binding, or environment. By abuse of language, we often say that a memory location contains an object, binding, or environment when in reality the memory location contains a reference to the object, binding, or environment.

+

The references embedded into the representation of an object, binding, or environment can be thought of as occupying memory locations denoted by the object, binding, or environment. By abuse of language, we often say that a memory location contains an object, binding, or environment when in reality the memory location contains a reference to the object, binding, or environment.

Multiple objects, bindings, or environments can reference a common object, binding, or environment, leading to the sharing of the common object, binding, or environment. An object, binding, or environment can reference itself directly (X→X) or indirectly (X→Y→…→X), leading to the existence of a cycle.

+

Objects of type void, boolean, keyword, symbol, or empty-list have the following uniqueness properties:

+ +

Objects of type integer, character, or string do not have similar uniqueness properties:

+

Objects of type void, boolean, number, character, string, keyword, symbol, empty-list, primitive-function, or closure are immutable and cannot be altered. Objects of type cons or vector, bindings, and environments are mutable and can be altered in the following ways:

-

Replacing an object by another object can be thought of as replacing the object (reference) contained in a memory location by another object (reference).

+

Replacing an object by another object can be thought of as replacing the object reference contained in a memory location by another object reference.

The life cycle of an object, binding, or environment consists of the following events: a creation (which consists of an allocation followed by an initialization) followed by any number of alterations followed by a destruction (which consists of a deallocation). Alterations are possible only if the object, binding, or environment is mutable.

The destruction of an object, binding, or environment occurs automatically if and when the object, binding, or environment becomes unreachable. The rules used to determine if an object, binding, or environment is reachable are as follows (the concepts of global environment and control stack will be introduced later in this section):

The garbage collector is the component of the programming language responsible for the automatic destruction of unreachable objects, bindings, and environments.

Objects treated as code are called forms. A form is executed by being submitted to a component of the programming language called the evaluator. (The form is said to be evaluated.) The evaluation of a form has three possible outcomes:

The primary value of a form whose evaluation completed normally is defined as follows: If the result consists of one or more objects, then the primary value of the form is the first object. Otherwise, the primary value of the form is #v.

+

Forms submitted to the evaluator through a listener buffer, through the Evaluate Form command, or through the Load Buffer command are called top-level forms. A consequence of the evaluation rules stated later in this section is that the evaluation of a top-level form usually entails the evaluation of other non-top-level forms.

Execution of EVLambda code is achieved through interpretation or compilation.

An interpreter for a language X is a program capable of directly executing code written in language X. Language X is called the source language of the interpreter. A compiler for a language X is a program capable of translating code written in language X into code written in a language Y. Language X is called the source language of the compiler and language Y is called the target language of the compiler. Code handed to an interpreter or compiler is called source code. A file containing source code is called a source file. Code produced by a compiler is called compiled code. A file containing compiled code is called a compiled file.

An interpreter-based EVLambda evaluator executes EVLambda code by submitting the EVLambda code to its embedded EVLambda interpreter. A compiler-based EVLambda evaluator executes EVLambda code by first submitting the EVLambda code to its embedded EVLambda compiler and then arranging for the compiled code to be executed. Interpretation of EVLambda code and execution of compiled code occur at a time called run time. Compilation of EVLambda code occurs at a time called compile time.

+

EVLambda source files contain not only EVLambda source code but also documentation in XML format. Documentation is ignored by interpreters and compilers but can be converted to HTML, together with the EVLambda source code, by a component of the programming language called the documentation generator.

Each evaluation is done with respect to three environments: a global environment, a lexical environment, and a dynamic environment. The reference manual will introduce the concepts of scope and extent. The different environments draw their names from the scope and extent of their bindings:

-

A global variable is a binding between a variable and an object (of any type) in the value namespace of the global environment. A global function is a binding between a variable and a function other than a macro in the function namespace of the global environment. A global macro is a binding between a variable and a macro in the function namespace of the global environment. Global variables, global functions, and global macros are usually created and altered using language constructs called global definitions.

Evaluations are not all done with respect to the same lexical and dynamic environments. The lexical environment and the dynamic environments with respect to which a form is evaluated are referred to as “the current lexical environment” and “the current dynamic environment”, respectively.

-

Forms submitted to the evaluator through a listener buffer, through the Evaluate Form command, or through the Load Buffer command are evaluated with respect to an initial lexical environment and an initial dynamic environment that are both empty.

-

A consequence of the evaluation rules stated later in this section is that each form is evaluated with respect to (1) a lexical environment that is either the initial empty lexical environment or the result of extending, once or multiple times in sequence, the initial empty lexical environment and (2) a dynamic environment that is either the initial empty dynamic environment or the result of extending, once or multiple times in sequence, the initial empty dynamic environment.

-

Let env be an environment, ns be a namespace of the environment, n be a nonnegative integer, var1, …, varn be a sequence of n distinct variables, and obj1, …, objn be a sequence of n objects. The environment extending the environment env to bind, in the namespace ns, the variable vari to the object obji (for all i from 1 to n) is the environment obtained as follows:

+

Top-level forms are evaluated with respect to an initial lexical environment and an initial dynamic environment that are both empty.

+

A consequence of the evaluation rules stated later in this section is that non-top-level forms are evaluated with respect to (1) a lexical environment that is either the initial empty lexical environment or the result of extending, once or multiple times in sequence, the initial empty lexical environment and (2) a dynamic environment that is either the initial empty dynamic environment or the result of extending, once or multiple times in sequence, the initial empty dynamic environment.

+

Let env be an environment, ns be a namespace of the environment, n be a non-negative integer, var1, …, varn be a sequence of n distinct variables, and obj1, …, objn be a sequence of n objects. The environment extending the environment env to bind, in the namespace ns, the variable vari to the object obji (for all i from 1 to n) is the environment obtained as follows:

  1. Copy the environment env in such a way that (1) the environment env and its copy are distinct (steps 2 and 3 below must have no effect on the environment env) and (2) the environment env and its copy contain the exact same bindings (the bindings are not copied but shared between the two environments).
  2. For all i from 1 to n, delete from the copy of the namespace ns the binding for the variable vari, if it exists.
  3. For all i from 1 to n, add to the copy of the namespace ns a new binding between the variable vari and the object obji.

A binding deleted from the environment in step 2 is said to be shadowed by the binding for the same variable added to the environment in step 3. The extended environment is non-empty unless the environment being extended is empty and n is equal to zero.

-

Two additional consequences of the evaluation rules stated later in this section are that (1) the function namespace of a dynamic environment is always empty and (2) bindings are never added to or deleted from a lexical or dynamic environment after the environment has been created.

+

Two additional consequences of the evaluation rules stated later in this section are that (1) the function namespace of a dynamic environment is always empty and (2) bindings are never added to or deleted from a lexical or dynamic environment after the environment has been created (that is, after the three steps mentioned above).

Together, the global environment, the current lexical environment, and the current dynamic environment can contain up to five bindings for any given variable:

-

Three pairs of operations are provided to get and set the object associated with a variable through a binding. Each pair uses a specific lookup rule to select one of the five aforementioned bindings. In each pair, one operation is used to get the object associated with the variable through the selected binding (the operation fails if the lookup rule fails to select a binding) and one operation is used to set the object associated with the variable through the selected binding (a new binding is added to the global environment if the lookup rule fails to select a binding).

-

The operations vref and vset! use the following lookup rule:

+

Three pairs of operations are provided to get and set the values of the aforementioned bindings. Each pair uses a specific lookup rule to select one of the bindings. In each pair, one operation is used to get the value of the selected binding (the operation fails if the lookup rule fails to select a binding) and one operation is used to set the value of the selected binding (a new binding is added to the global environment if the lookup rule fails to select a binding). The lookup rules used by the operations are stated below. The operations themselves are detailed later in this section.

+

The operations vref (getter) and vset! (setter) use the following lookup rule:

-

The operations fref and fset! use the following lookup rule:

+

The operations fref (getter) and fset! (setter) use the following lookup rule:

-

The operations dref and dset! use the following lookup rule:

+

The operations dref (getter) and dset! (setter) use the following lookup rule:

A consequence of the lookup rules is that a binding in the value/function namespace of the current lexical/dynamic environment will effectively shadow a binding for the same variable in the value/function namespace of the global environment.

+

A global variable is a binding between a variable and an object (of any type) in the value namespace of the global environment, or the name or value of such binding. A global function is a binding between a variable and a function other than a macro in the function namespace of the global environment, or the name or value of such binding. A global macro is a binding between a variable and a macro in the function namespace of the global environment, or the name or value of such binding. Global variables, global functions, and global macros are created and altered using language constructs called global definitions.

+

A local variable is a binding between a variable and an object (of any type) in the value namespace of a lexical environment, or the name or value of such binding. A local function is a binding between a variable and a function other than a macro in the function namespace of a lexical environment, or the name or value of such binding. A local macro is a binding between a variable and a macro in the function namespace of a lexical environment, or the name or value of such binding. A dynamic variable is a binding between a variable and an object (of any type) in the value namespace of a dynamic environment, or the name or value of such binding. Local variables, local functions, local macros, and dynamic variables are created (but not altered) using language constructs called binding constructs.

When a form is submitted to the evaluator, the evaluator analyzes the form to determine how to evaluate it. If the form is the empty list, then the evaluation completes abnormally. Otherwise, if the form is neither a variable nor a cons, then the result of the evaluation is the form itself. (Objects that are neither the empty list, nor a variable, nor a cons are said to be self-evaluating.) Otherwise, if the form is a variable var, then the variable is treated as an abbreviation for either (vref var) or (fref var), depending on the context of its occurrence. Otherwise, the form is necessarily a cons and the evaluation completes abnormally unless the form matches one of the following patterns:

  1. (quote <literal>)
    2. @@ -182,9 +204,10 @@
  2. <operator> matches any object
  3. <operands> matches any sequence of zero or more objects
    4. -

    The first sixteen patterns have priority over pattern 17: If a form matches one of the first sixteen patterns, then pattern 17 is ignored.

    +

    By way of example, a form matches the first pattern if and only if it is a list of two elements whose first element is the variable quote.

    +

    The first sixteen patterns are mutually exclusive and have priority over pattern 17: If a form matches one of the first sixteen patterns, then pattern 17 is ignored.

    A form matching one of the first sixteen patterns is called a special form and the variables quote, progn, if, _vlambda, _mlambda, _flambda, _dlambda, vref, vset!, fref, fset!, dref, dset!, apply, multiple-value-call, and multiple-value-apply are called special operators. A form matching pattern 17 is either a macro call or a function call. If <operator> matches a variable naming a macro according to the lookup rule used by fref, then the form is a macro call. Otherwise, the form is a function call.

    -

    Forms consisting of a variable and special forms matching pattern 8 (vref), 10 (fref), or 12 (dref) are called variable references. Special forms matching pattern 9 (vset!), 11 (fset!), or 13 (dset!) are called variable assignments.

    +

    Special forms matching patterns 4 (_vlambda), 5 (_mlambda), 6 (_flambda), or 7 (_dlambda) are the fundamental binding constructs from which all other binding constructs are built. Forms consisting of a variable and special forms matching pattern 8 (vref), 10 (fref), or 12 (dref) are called variable references. Special forms matching pattern 9 (vset!), 11 (fset!), or 13 (dset!) are called variable assignments.

    The rule regarding forms consisting of a variable is the following: If a variable var occurs in operator position, then the variable is treated as an abbreviation for (fref var) and the function namespace is used. Otherwise, the variable is treated as an abbreviation for (vref var) and the value namespace is used. For example, the function call (f x) would be treated as an abbreviation for ((fref f) (vref x)). The full forms (fref var) and (vref var) can always be used to force the use of a specific namespace.

    As we will see momentarily, the evaluation of a form containing subforms entails the evaluation of some or all of the subforms. When a subform is evaluated, the following rules apply:

    The objects composing the body of the lambda-form recorded by the closure are evaluated with respect to lexenv and dynenv as if they were part of a progn-form. If the evaluation of the progn-form completes abnormally, then the invocation also completes abnormally. Otherwise, if the evaluation of the progn-form does not complete, then the invocation does not complete either. Otherwise, the closure returns the values of the progn-form.

    -

    The evaluator uses a data structure called a control stack to coordinate its activities. Each time a form is submitted to the evaluator through a listener buffer, through the Evaluate Form command, or through the Load Buffer command, a new control stack is created that will be used throughout the evaluation of the form.

    +

    The special operators _vlambda, _mlambda, _flambda, and _dlambda have an underscore at the beginning of their names to distinguish them from the similarly named macros vlambda, mlambda, flambda, and dlambda. As we will see in the reference manual, the purpose of those macros is to facilitate the creation of closures accepting a variable number of arguments.

    +

    The evaluator uses a data structure called a control stack to coordinate its activities. Each time a top-level form is submitted to the evaluator, a new control stack is created that will be used throughout the evaluation of the form. The same control stack is used to evaluate the top-level form and all non-top-level forms whose evaluations are entailed by the evaluation of the top-level form.

    An evaluation/invocation that completes normally produces a result/output consisting of zero or more objects. The production of that result/output, which only occurs if the evaluation/invocation completes normally, is the primary effect of the evaluation/invocation. In addition to or in place of its primary effect, an evaluation/invocation can also have secondary effects called side effects. Examples of side effects are:

    A consequence of the existence of side effects is that the repeated evaluations of the same form or the repeated invocations of the same function on the same arguments do not necessarily have the same outcome and, if they complete normally, do not necessarily produce the same result/output.

    +

    It is customary for a special operator, function, or macro that can alter an object, binding, or environment to have a name ending with an exclamation mark. This explains the exclamation mark in the names of the special operators vset!, fset!, and dset!.

    Integrated Development Environment

    The integrated development environment (IDE) is a web application that can run either from the EVLambda web server (online mode) or from a web server running on your machine (offline mode). The code running in the web browser is exactly the same in both modes but the behavior of the IDE is slightly different because the backends have different capabilities.

    The IDE's graphical user interface consists of a menu bar at the top left, an info bar at the top right, a minibuffer at the bottom, and a set of windows in the main area. Each window consists of a contents area and a status bar. At any given time, a window displays the contents of a buffer, of which there are two types: the file buffers and the listener buffers.

    @@ -271,7 +296,7 @@

    The organization of the IDE around buffers is borrowed from the Emacs text editor.

    File Buffers

    A window can display the contents of a file buffer in one of two modes: raw mode or HTML mode. In raw mode, the contents of the buffer is displayed in an instance of the CodeMirror text editor. In HTML mode, the contents of the buffer, or an HTML document derived from the contents of the buffer, is displayed in rendered form.

    -

    The all-caps files (USER-MANUAL, …), which are actually HTML files, can be displayed in raw mode or HTML mode. The EVLambda files (extension .evl), which contain a mix of EVLambda code and XML text, can be displayed in raw mode or HTML mode. The other types of files are always displayed in raw mode.

    +

    The all-caps files (USER-MANUAL, …), which are actually HTML files, can be displayed in raw mode or HTML mode. The EVLambda source files (extension .evl), which contain a mix of EVLambda source code and documentation in XML format, can be displayed in raw mode or HTML mode. The other types of files are always displayed in raw mode.

    Listener Buffers

    A listener buffer allows you to evaluate forms interactively. To evaluate a form in a listener buffer, you type in a readable representation of the form after the prompt and press the Return or Enter key when the cursor is at the very end of the buffer. In response, the form is evaluated, the printable representations of the resulting values are printed separated by a newline, and a new prompt is printed, allowing you to evaluate another form. This sequence of operations is called a read-eval-print loop (REPL).

    Notes:

    @@ -330,22 +355,22 @@ 
    > (disk-area 2)⏎
    ERROR: The variable 'disk-area' is unbound in the FUNCTION namespace.

    The evaluation completes abnormally because the global function disk-area is undefined.

    > (fdef disk-area (r) (* 3.14 r r))⏎
    disk-area
    -

    The evaluation produces a result consisting of the variable disk-area. More importantly, the evaluation has the side effect of defining the global function disk-area. The function accepts the radius of a disk and returns the area of the disk computed using 3.14 as the value of pi. When the function is invoked, its body is evaluated with respect to a lexical environment binding, in its value namespace, the variable r to the argument of the invocation (that is, the radius of the disk).

    +

    The evaluation produces a result consisting of the variable disk-area. More importantly, the evaluation has the side effect of defining the global function disk-area. The function accepts the radius of a disk and returns the area of the disk computed using 3.14 as the value of pi. When the function is invoked, its body is evaluated with respect to a lexical environment binding, in the value namespace, the variable r to the argument of the invocation (that is, the radius of the disk).

    > (disk-area 2)⏎
    12.56

    The evaluation produces the expected result.

    - 
    > (fdef disk-area (r) (* 3.1415 r r))⏎
    disk-area
    -

    The evaluation has the side effect of redefining the global function disk-area to compute the area of the disk using 3.1415 as the value of pi.

    - 
    > (disk-area 2)⏎
    12.566
    + 
    > (fdef disk-area (r) (* 3.1416 r r))⏎
    disk-area
    +

    The evaluation has the side effect of redefining the global function disk-area to compute the area of the disk using 3.1416 as the value of pi.

    + 
    > (disk-area 2)⏎
    12.5664

    The evaluation produces the expected result.

    > (fdef disk-area (r) (* *pi* r r))⏎
    disk-area
    -

    The evaluation has the side effect of redefining the global function disk-area to compute the area of the disk using the value of the global variable *pi* as the value of pi. It is customary for a global variable to have a name starting and ending with an asterisk.

    +

    The evaluation has the side effect of redefining the global function disk-area to compute the area of the disk using the value of the global variable *pi* as the value of pi. It is customary for a global or dynamic variable to have a name starting and ending with an asterisk.

    > (disk-area 2)⏎
    ERROR: The variable '*pi*' is unbound in the VALUE namespace.

    The evaluation completes abnormally because the global variable *pi* is undefined.

    - 
    > (vdef *pi* 3.141592)⏎
    *pi*
    + 
    > (vdef *pi* 3.141593)⏎
    *pi*

    The evaluation produces a result consisting of the variable *pi*. More importantly, the evaluation has the side effect of defining the global variable *pi*.

    - 
    > *pi*⏎
    3.141592
    -

    The global variable *pi* has the value 3.141592.

    - 
    > (disk-area 2)⏎
    12.566368
    + 
    > *pi*⏎
    3.141593
    +

    The global variable *pi* has the value 3.141593.

    + 
    > (disk-area 2)⏎
    12.566372

    The evaluation produces the expected result.

    > (vdef *pi* 3.14159265)⏎
    *pi*

    The evaluation has the side effect of redefining the global variable *pi*.

    @@ -381,27 +406,27 @@

    Edit Menu

    Toggle HTML Mode

    Toggles the selected window between raw and HTML modes.

    -

    This command is only available when the selected window displays the contents of an all-caps or EVLambda file.

    +

    This command is only available when the selected window displays the contents of an all-caps file or EVLambda source file.

    Clear Listener…

    Clears the selected listener buffer.

    All contents before the last prompt is deleted.

    Eval Menu

    Evaluate Form

    -

    Evaluates a top level form contained inside the selected file buffer.

    -

    This command is only available on EVLambda files.

    -

    A top level form is a form that is not contained inside another form.

    -

    The top level form to evaluate is selected as follows:

    +

    Evaluates a top-level form contained inside the selected file buffer.

    +

    This command is only available on EVLambda source files.

    +

    A top-level form is a form that is not contained inside another form.

    +

    The top-level form to evaluate is selected as follows:

    -

    If the evaluation of the top level form completes normally, then the printable representations of the resulting values are printed in the minibuffer, separated by a comma. If the evaluation of the top level form completes abnormally, then a message describing the error is printed in the minibuffer. If the evaluation of the top level form does not complete, then no new evaluation is possible until the evaluation is aborted or the evaluator is restarted.

    +

    If the evaluation of the top-level form completes normally, then the printable representations of the resulting values are printed in the minibuffer, separated by a comma. If the evaluation of the top-level form completes abnormally, then a message describing the error is printed in the minibuffer. If the evaluation of the top-level form does not complete, then no new evaluation is possible until the evaluation is aborted or the evaluator is restarted.

    Load Buffer

    -

    Evaluates the top level forms contained inside the selected file buffer.

    -

    This command is only available on EVLambda files.

    -

    The top level forms contained inside the selected file buffer are evaluated as if they were part of a progn-form.

    +

    Evaluates the top-level forms contained inside the selected file buffer.

    +

    This command is only available on EVLambda source files.

    +

    The top-level forms contained inside the selected file buffer are evaluated as if they were part of a progn-form.

    If the evaluation of the progn-form completes normally, then the printable representations of the resulting values are printed in the minibuffer, separated by a comma. If the evaluation of the progn-form completes abnormally, then a message describing the error is printed in the minibuffer. If the evaluation of the progn-form does not complete, then no new evaluation is possible until the evaluation is aborted or the evaluator is restarted.

    Abort Evaluation

    Aborts the current evaluation.

    @@ -429,18 +454,18 @@

    The buffer menu contains the following entries:

    Help Menu

    diff --git a/system-files/all-caps.css b/system-files/all-caps.css index d71d442..cfb739c 100644 --- a/system-files/all-caps.css +++ b/system-files/all-caps.css @@ -7,6 +7,10 @@ html { line-height: 1.4; } +.bg { + background-color: lightgray; +} + pre.repl { margin-left: 2em; padding: 10px; @@ -15,6 +19,18 @@ pre.repl { background-color: lightgray; } +div.trace ul { + border-left: 1px solid; +} + +div.trace > ul { + border-left: none; +} + +div.trace li { + list-style-type: none; +} + table { border-collapse: collapse; border: 1px solid;