;; Property-based testing extension for SRFI 64. ;; SPDX-License-Identifier: MIT ;; Copyright 2024 Antero Mejr ;; Permission is hereby granted, free of charge, to any person ;; obtaining a copy of this software and associated documentation ;; files (the "Software"), to deal in the Software without ;; restriction, including without limitation the rights to use, copy, ;; modify, merge, publish, distribute, sublicense, and/or sell copies ;; of the Software, and to permit persons to whom the Software is ;; furnished to do so, subject to the following conditions: ;; The above copyright notice and this permission notice shall be ;; included in all copies or substantial portions of the Software. ;; THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, ;; EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF ;; MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND ;; NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS ;; BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ;; ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN ;; CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE ;; SOFTWARE. (define-library (srfi 252 generators) (import (scheme base) (scheme case-lambda) (scheme complex) (srfi 1) (srfi 158) (srfi 194) (srfi 143) (srfi 144)) (export ;; Generator procedures boolean-generator bytevector-generator char-generator string-generator symbol-generator ;; exact number generators exact-complex-generator exact-integer-generator exact-number-generator exact-rational-generator exact-real-generator exact-integer-complex-generator ;; inexact number generators inexact-complex-generator inexact-integer-generator inexact-number-generator inexact-rational-generator inexact-real-generator ;; Unions of numerical generators complex-generator integer-generator number-generator rational-generator real-generator ;; Special generators list-generator-of pair-generator-of procedure-generator-of vector-generator-of) (begin ;; Constants ;; These values may be implementation-dependent, but should be reasonably ;; high numbers. ;; Value range for exact random generators. (define max-exact fx-greatest) (define min-exact fx-least) ;; Value range for inexact random generators. (define max-inexact fl-greatest) (define min-inexact fl-least) ;; Maximum size for random bytevector/list/string/symbol/vector generators. (define max-size 1001) ;; Maximum character supported by integer->char. (define max-char #x10FFFF) ;; Omit values that are not distinguished in the implementation. (define special-number (append ;; Exact integers '(0 1 -1) ;; Exact ratios '(1/2 -1/2) ;; Exact complex '(0+i 0-i 1+i 1-i -1+i -1-i) ;; Exact complex ratios '(1/2+1/2i 1/2-1/2i -1/2+1/2i -1/2-1/2i) ;; Inexact (integers and non-integers) '(0.0 -0.0 0.5 -0.5 1.0 -1.0) ;; Inexact-complex '(0.0+1.0i 0.0-1.0i -0.0+1.0i -0.0-1.0i 0.5+0.5i 0.5-0.5i -0.5+0.5i -0.5-0.5i 1.0+1.0i 1.0-1.0i -1.0+1.0i -1.0-1.0i +inf.0+inf.0i +inf.0-inf.0i -inf.0+inf.0i -inf.0-inf.0i +nan.0+nan.0i) ;; Other (-nan.0 not required, synonymous with +nan.0) '(+inf.0 -inf.0 +nan.0))) (define (special-number-generator) (list->generator special-number)) ;; Generator procedures (define (boolean-generator) (gcons* #t #f (make-random-boolean-generator))) (define (bytevector-generator) (let ((gen (make-random-u8-generator))) (gcons* (bytevector) (gmap (lambda (len) (apply bytevector (generator->list gen len))) (make-random-integer-generator 0 max-size))))) (define (char-generator) (gcons* #\null (gmap integer->char (gfilter (lambda (x) (or (< x #xD800) (> x #xDFFF))) (make-random-integer-generator 0 max-char))))) (define (string-generator) (gcons* "" (gmap (lambda (n) (generator->string (gdrop (char-generator) 1) n)) (make-random-integer-generator 1 max-size)))) (define (symbol-generator) (gmap string->symbol (string-generator))) ;; Exact number generators (define (exact-complex-generator) (gappend (gfilter (lambda (x) (and (complex? x) (exact? (real-part x)) (exact? (imag-part x)))) (special-number-generator)) (gmap make-rectangular (exact-real-generator) (exact-real-generator)))) (define (exact-integer-generator) (gappend (gfilter (lambda (x) (and (exact? x) (integer? x))) (special-number-generator)) (make-random-integer-generator min-exact max-exact))) (define (ratio-gen) (gmap / (make-random-integer-generator min-exact max-exact) (gfilter (lambda (x) (not (zero? x))) (make-random-integer-generator min-exact max-exact)))) (define (exact-number-generator) ;; Ensure there are no repeated special values, and a random sampling ;; between exact ratios, complex, and integers. (gappend (gfilter exact? (special-number-generator)) (gsampling (gmap make-rectangular (exact-real-generator) (exact-real-generator)) (ratio-gen) (make-random-integer-generator min-exact max-exact)))) (define (exact-rational-generator) (gappend (gfilter (lambda (x) (and (rational? x) (exact? x))) (special-number-generator)) (gsampling (ratio-gen) (make-random-integer-generator min-exact max-exact)))) (define (exact-real-generator) (gappend (gfilter (lambda (x) (and (real? x) (exact? x))) (special-number-generator)) (gsampling (ratio-gen) (make-random-integer-generator min-exact max-exact)))) (define (exact-integer-complex-generator) (gappend (gfilter (lambda (x) (and (complex? x) (exact? (real-part x)) (exact? (imag-part x)) (integer? (real-part x)) (integer? (imag-part x)))) (special-number-generator)) (gmap make-rectangular (make-random-integer-generator min-exact max-exact) (make-random-integer-generator min-exact max-exact)))) ;; Inexact number generators (define (inexact-complex-generator) (gappend (gfilter (lambda (x) (and (complex? x) (inexact? (real-part x)) (inexact? (imag-part x)))) (special-number-generator)) (make-random-rectangular-generator min-inexact max-inexact min-inexact max-inexact))) (define (inexact-integer-generator) (gmap inexact (exact-integer-generator))) (define (inexact-number-generator) (gappend (gfilter inexact? (special-number-generator)) (gsampling (make-random-rectangular-generator min-inexact max-inexact min-inexact max-inexact) (make-random-real-generator min-inexact max-inexact)))) (define (inexact-rational-generator) (gappend (gfilter (lambda (x) (and (rational? x) (inexact? x))) (special-number-generator)) (make-random-real-generator min-inexact max-inexact))) (define (inexact-real-generator) (gappend (gfilter (lambda (x) (and (real? x) (inexact? x))) (special-number-generator)) (make-random-real-generator min-inexact max-inexact))) ;; Unions of number generators (define (complex-generator) (gsampling (exact-complex-generator) (inexact-complex-generator))) (define (integer-generator) (gsampling (exact-integer-generator) (inexact-integer-generator))) (define (number-generator) ;; TODO: May need to be modified for unusual implementation-specific ;; number types, like Kawa's quaternion. (gsampling (exact-number-generator) (inexact-number-generator))) (define (rational-generator) (gsampling (exact-rational-generator) (inexact-rational-generator))) (define (real-generator) (gsampling (exact-real-generator) (inexact-real-generator))) ;; Special generators for collection types (define list-generator-of (case-lambda ((gen) (gcons* '() (gmap (lambda (len) (generator->list gen len)) (make-random-integer-generator 1 max-size)))) ((gen max-length) (gcons* '() (gmap (lambda (len) (generator->list gen len)) (make-random-integer-generator 1 max-length)))))) (define pair-generator-of (case-lambda ((gen1) (gmap cons gen1 gen1)) ((gen1 gen2) (gmap cons gen2 gen2)))) (define (procedure-generator-of gen) ;; Generate variadic procedures that returns a value from a generator. ;; Useful for testing procedures that accept procedure arguments. (gmap (lambda (x) (lambda _ x)) gen)) (define vector-generator-of (case-lambda ((gen) (gcons* (vector) (gmap (lambda (len) (generator->vector gen len)) (make-random-integer-generator 0 max-size)))) ((gen max-length) (gcons* (vector) (gmap (lambda (len) (generator->vector gen len)) (make-random-integer-generator 0 max-length))))))))