guile/test-suite/tests/r6rs-enums.test

;;; r6rs-enums.test --- Test suite for R6RS (rnrs enums)

;;      Copyright (C) 2010 Free Software Foundation, Inc.
;;
;; This library is free software; you can redistribute it and/or
;; modify it under the terms of the GNU Lesser General Public
;; License as published by the Free Software Foundation; either
;; version 3 of the License, or (at your option) any later version.
;; 
;; This library is distributed in the hope that it will be useful,
;; but WITHOUT ANY WARRANTY; without even the implied warranty of
;; MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the GNU
;; Lesser General Public License for more details.
;; 
;; You should have received a copy of the GNU Lesser General Public
;; License along with this library; if not, write to the Free Software
;; Foundation, Inc., 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301 USA


(define-module (test-suite test-rnrs-enums)
  :use-module ((rnrs conditions) :version (6))
  :use-module ((rnrs enums) :version (6))
  :use-module ((rnrs exceptions) :version (6))
  :use-module (test-suite lib))

(define-enumeration foo-enumeration (foo bar baz) make-foo-set)

(with-test-prefix "enum-set-universe"
  (pass-if "universe of an enumeration is itself"
    (let ((et (make-enumeration '(a b c))))
      (eq? (enum-set-universe et) et)))

  (pass-if "enum-set-universe returns universe"
    (let* ((et (make-enumeration '(a b c)))
	   (es ((enum-set-constructor et) '(a b))))
      (eq? (enum-set-universe es) et))))

(with-test-prefix "enum-set-indexer"
  (pass-if "indexer returns index of symbol in universe"
    (let* ((universe (make-enumeration '(a b c)))
	   (set ((enum-set-constructor universe) '(a c)))
	   (indexer (enum-set-indexer set)))
      (and (eqv? (indexer 'a) 0) (eqv? (indexer 'c) 2))))

  (pass-if "indexer returns index of symbol in universe but not set"
    (let* ((universe (make-enumeration '(a b c)))
	   (set ((enum-set-constructor universe) '(a c)))
	   (indexer (enum-set-indexer set)))
      (eqv? (indexer 'b) 1)))

  (pass-if "indexer returns #f for symbol not in universe"
    (let* ((universe (make-enumeration '(a b c)))
	   (set ((enum-set-constructor universe) '(a b c)))
	   (indexer (enum-set-indexer set)))
      (eqv? (indexer 'd) #f))))

(with-test-prefix "enum-set->list"
  (pass-if "enum-set->list returns members in universe order"
    (let* ((universe (make-enumeration '(a b c d e)))
	   (set ((enum-set-constructor universe) '(d a e c))))
      (equal? (enum-set->list set) '(a c d e)))))

(with-test-prefix "enum-set-member?"
  (pass-if "enum-set-member? is #t for set members"
    (let* ((universe (make-enumeration '(a b c)))
	   (set ((enum-set-constructor universe) '(a b c))))
      (enum-set-member? 'a set)))

  (pass-if "enum-set-member? is #f for set non-members"
    (let* ((universe (make-enumeration '(a b c)))
	   (set ((enum-set-constructor universe) '(a b c))))
      (not (enum-set-member? 'd set))))

  (pass-if "enum-set-member? is #f for universe but not set members"
    (let* ((universe (make-enumeration '(a b c d)))
	   (set ((enum-set-constructor universe) '(a b c))))
      (not (enum-set-member? 'd set)))))

(with-test-prefix "enum-set-subset?"
  (pass-if "enum-set-subset? is #t when set1 subset of set2"
    (let* ((universe (make-enumeration '(a b c d e)))
	   (set1 ((enum-set-constructor universe) '(a b c)))
	   (set2 ((enum-set-constructor universe) '(a b c d))))
      (enum-set-subset? set1 set2)))

  (pass-if "enum-set-subset? is #t when universe and set are subsets"
    (let* ((universe1 (make-enumeration '(a b c d)))
	   (universe2 (make-enumeration '(a b c d e)))
	   (set1 ((enum-set-constructor universe1) '(a b c)))
	   (set2 ((enum-set-constructor universe2) '(a b c d))))
      (enum-set-subset? set1 set2)))

  (pass-if "enum-set-subset? is #f when set not subset"
    (let* ((universe (make-enumeration '(a b c d e)))
	   (set1 ((enum-set-constructor universe) '(a b c d)))
	   (set2 ((enum-set-constructor universe) '(a b c))))
      (not (enum-set-subset? set1 set2))))

  (pass-if "enum-set-subset? is #f when universe not subset"
    (let* ((universe1 (make-enumeration '(a b c d e)))
	   (universe2 (make-enumeration '(a b c d)))
	   (set1 ((enum-set-constructor universe1) '(a b c)))
	   (set2 ((enum-set-constructor universe2) '(a b c d))))
      (not (enum-set-subset? set1 set2)))))

(with-test-prefix "enum-set=?"
  (pass-if "enum-set=? is #t when sets are equal"
    (let* ((universe1 (make-enumeration '(a b c)))
	   (universe2 (make-enumeration '(a b c)))
	   (set1 ((enum-set-constructor universe1) '(a b c)))
	   (set2 ((enum-set-constructor universe2) '(a b c))))
      (enum-set=? set1 set2)))

  (pass-if "enum-set=? is #f when sets are not equal"
    (let* ((universe (make-enumeration '(a b c d)))
	   (set1 ((enum-set-constructor universe) '(a b)))
	   (set2 ((enum-set-constructor universe) '(c d))))
      (not (enum-set=? set1 set2))))

  (pass-if "enum-set=? is #f when universes are not equal"
    (let* ((universe1 (make-enumeration '(a b c d)))
	   (universe2 (make-enumeration '(a b c d e)))
	   (set1 ((enum-set-constructor universe1) '(a b c d)))
	   (set2 ((enum-set-constructor universe2) '(a b c d))))
      (not (enum-set=? set1 set2)))))

(with-test-prefix "enum-set-union"
  (pass-if "&assertion raised on different universes"
    (guard (condition ((assertion-violation? condition) #t))
	   (let* ((universe1 (make-enumeration '(a b c)))
		  (universe2 (make-enumeration '(d e f)))
		  (set1 ((enum-set-constructor universe1) '(a b c)))
		  (set2 ((enum-set-constructor universe2) '(d e f))))
	     (enum-set-union set1 set2)
	     #f)))

  (pass-if "enum-set-union creates union on overlapping sets"
    (let* ((universe (make-enumeration '(a b c d e)))
	   (set1 ((enum-set-constructor universe) '(a b c)))
	   (set2 ((enum-set-constructor universe) '(c d e)))
	   (union (enum-set-union set1 set2)))
      (equal? (enum-set->list union) '(a b c d e))))

  (pass-if "enum-set-union creates union on disjoint sets"
    (let* ((universe (make-enumeration '(a b c d e f)))
	   (set1 ((enum-set-constructor universe) '(a b c)))
	   (set2 ((enum-set-constructor universe) '(d e f)))
	   (union (enum-set-union set1 set2)))
      (equal? (enum-set->list union) '(a b c d e f))))

  (pass-if "enum-set-union operates on syntactically-generated sets"
    (let* ((set1 (make-foo-set foo))
	   (set2 (make-foo-set bar))
	   (union (enum-set-union set1 set2)))
      (equal? (enum-set->list union) '(foo bar)))))

(with-test-prefix "enum-set-intersection"
  (pass-if "&assertion raised on different universes"
    (guard (condition ((assertion-violation? condition) #t))
	   (let* ((universe1 (make-enumeration '(a b c)))
		  (universe2 (make-enumeration '(d e f)))
		  (set1 ((enum-set-constructor universe1) '(a b c)))
		  (set2 ((enum-set-constructor universe2) '(d e f))))
	     (enum-set-intersection set1 set2)
	     #f)))

  (pass-if "enum-set-intersection on overlapping sets"
    (let* ((universe (make-enumeration '(a b c d e)))
	   (set1 ((enum-set-constructor universe) '(a b c)))
	   (set2 ((enum-set-constructor universe) '(c d e)))
	   (intersection (enum-set-intersection set1 set2)))
      (equal? (enum-set->list intersection) '(c))))

  (pass-if "enum-set-intersection on disjoint sets"
    (let* ((universe (make-enumeration '(a b c d e f)))
	   (set1 ((enum-set-constructor universe) '(a b c)))
	   (set2 ((enum-set-constructor universe) '(d e f)))
	   (intersection (enum-set-intersection set1 set2)))
      (null? (enum-set->list intersection))))

  (pass-if "enum-set-intersection on syntactically-generated sets"
    (let* ((set1 (make-foo-set foo bar))
	   (set2 (make-foo-set bar baz))
	   (intersection (enum-set-intersection set1 set2)))
      (equal? (enum-set->list intersection) '(bar)))))

(with-test-prefix "enum-set-difference"
  (pass-if "&assertion raised on different universes"
    (guard (condition ((assertion-violation? condition) #t))
	   (let* ((universe1 (make-enumeration '(a b c)))
		  (universe2 (make-enumeration '(d e f)))
		  (set1 ((enum-set-constructor universe1) '(a b c)))
		  (set2 ((enum-set-constructor universe2) '(d e f))))
	     (enum-set-difference set1 set2)
	     #f)))

  (pass-if "enum-set-difference with subset"
    (let* ((universe (make-enumeration '(a b c)))
	   (set1 ((enum-set-constructor universe) '(a b c)))
	   (set2 ((enum-set-constructor universe) '(a)))
	   (difference (enum-set-difference set1 set2)))
      (equal? (enum-set->list difference) '(b c))))

  (pass-if "enum-set-difference with superset is empty"
    (let* ((universe (make-enumeration '(a b c d)))
	   (set1 ((enum-set-constructor universe) '(a b c)))
	   (set2 ((enum-set-constructor universe) '(a b c d)))
	   (difference (enum-set-difference set1 set2)))
      (null? (enum-set->list difference))))

  (pass-if "enum-set-difference on syntactically-generated sets"
    (let* ((set1 (make-foo-set foo bar baz))
	   (set2 (make-foo-set foo baz))
	   (difference (enum-set-difference set1 set2)))
      (equal? (enum-set->list difference) '(bar)))))

(with-test-prefix "enum-set-complement"
  (pass-if "complement of empty set is universe"
    (let* ((universe (make-enumeration '(a b c)))
	   (set ((enum-set-constructor universe) '()))
	   (complement (enum-set-complement set)))
      (equal? (enum-set->list complement) (enum-set->list universe))))

  (pass-if "simple complement"
    (let* ((universe (make-enumeration '(a b c d)))
	   (set ((enum-set-constructor universe) '(a c)))
	   (complement (enum-set-complement set)))
      (equal? (enum-set->list complement) '(b d)))))

(with-test-prefix "enum-set-projection"
  (pass-if "projection onto subset universe"
    (let* ((universe1 (make-enumeration '(a b c d)))
	   (universe2 (make-enumeration '(a b c)))
	   (set1 ((enum-set-constructor universe1) '(a d)))
	   (set2 ((enum-set-constructor universe2) '(b c)))
	   (projection (enum-set-projection set1 set2)))
      (equal? (enum-set->list projection) '(a))))

  (pass-if "projection onto superset universe"
    (let* ((universe1 (make-enumeration '(a b c)))
	   (universe2 (make-enumeration '(a b c d)))
	   (set1 ((enum-set-constructor universe1) '(a c)))
	   (set2 ((enum-set-constructor universe2) '(b d)))
	   (projection (enum-set-projection set1 set2)))
      (equal? (enum-set->list projection) '(a c))))

  (pass-if "projection onto disjoint universe"
    (let* ((universe1 (make-enumeration '(a b c)))
	   (universe2 (make-enumeration '(d e f)))
	   (set1 ((enum-set-constructor universe1) '(a c)))
	   (set2 ((enum-set-constructor universe2) '(d f)))
	   (projection (enum-set-projection set1 set2)))
      (equal? (enum-set->list projection) '()))))

(with-test-prefix "define-enumeration"
  (pass-if "define-enumeration creates bindings"
    (and (defined? 'foo-enumeration) (defined? 'make-foo-set)))

  (pass-if "type-name syntax raises &syntax on non-member"
    (guard (condition ((syntax-violation? condition) #t))
	   (begin (eval '(foo-enumeration a) (current-module)) #f)))

  (pass-if "type-name evaluates to quote on member"
    (guard (condition ((syntax-violation? condition) #f))
	   (eq? (eval '(foo-enumeration foo) (current-module)) 'foo)))

  (pass-if "constructor-syntax raises &syntax on non-members"
    (guard (condition ((syntax-violation? condition) #t))
	   (begin (eval '(make-foo-set foo bar not-baz) (current-module)) #f)))

  (pass-if "constructor-syntax evaluates to new set"
    (guard (condition ((syntax-violation? condition) #f))
	   (equal? (enum-set->list (eval '(make-foo-set foo bar) 
					 (current-module))) 
		   '(foo bar)))))