;;;; tests related to sequences ;;;; This software is part of the SBCL system. See the README file for ;;;; more information. ;;;; ;;;; While most of SBCL is derived from the CMU CL system, the test ;;;; files (like this one) were written from scratch after the fork ;;;; from CMU CL. ;;;; ;;;; This software is in the public domain and is provided with ;;;; absolutely no warranty. See the COPYING and CREDITS files for ;;;; more information. ;;; As reported by Paul Dietz from his ansi-test suite for gcl, REMOVE ;;; malfunctioned when given :START, :END and :FROM-END arguments. ;;; Make sure it doesn't happen again. (let* ((orig '(1 2 3 2 6 1 2 4 1 3 2 7)) (x (copy-seq orig)) (y (remove 3 x :from-end t :start 1 :end 5)) (z (remove 2 x :from-end t :start 1 :end 5))) (assert (equalp orig x)) (assert (equalp y '(1 2 2 6 1 2 4 1 3 2 7))) (assert (equalp z '(1 3 6 1 2 4 1 3 2 7)))) ;;; Similarly, NSUBSTITUTE and friends were getting things wrong with ;;; :START, :END and :FROM-END: (assert (loop for i from 0 to 9 always (loop for j from i to 10 always (loop for c from 0 to (- j i) always (let* ((orig '(a a a a a a a a a a)) (x (copy-seq orig)) (y (nsubstitute 'x 'a x :start i :end j :count c))) (equal y (nconc (make-list i :initial-element 'a) (make-list c :initial-element 'x) (make-list (- 10 (+ i c)) :initial-element 'a)))))))) (assert (loop for i from 0 to 9 always (loop for j from i to 10 always (loop for c from 0 to (- j i) always (let* ((orig '(a a a a a a a a a a)) (x (copy-seq orig)) (y (nsubstitute-if 'x (lambda (x) (eq x 'a)) x :start i :end j :count c :from-end t))) (equal y (nconc (make-list (- j c) :initial-element 'a) (make-list c :initial-element 'x) (make-list (- 10 j) :initial-element 'a)))))))) (assert (loop for i from 0 to 9 always (loop for j from i to 10 always (loop for c from 0 to (- j i) always (let* ((orig '(a a a a a a a a a a)) (x (copy-seq orig)) (y (nsubstitute-if-not 'x (lambda (x) (not (eq x 'a))) x :start i :end j :count c :from-end t))) (equal y (nconc (make-list (- j c) :initial-element 'a) (make-list c :initial-element 'x) (make-list (- 10 j) :initial-element 'a)))))))) ;;; tests of COUNT (assert (= 1 (count 1 '(1 2 3)))) (assert (= 2 (count 'z #(z 1 2 3 z)))) (assert (= 0 (count 'y '(z 1 2 3 z)))) ;;; tests of COUNT-IF and COUNT-IF-NOT (macrolet (;; the guts of CCI, abstracted over whether we're testing ;; COUNT-IF or COUNT-IF-NOT (%cci (expected count-if test sequence-as-list &rest keys) `(let* ((list ',sequence-as-list) (simple-vector (coerce list 'simple-vector)) (length (length list)) (vector (make-array (* 2 length) :fill-pointer length))) (replace vector list :end1 length) (dolist (seq (list list simple-vector vector)) (assert (= ,expected (,count-if ,test seq ,@keys)))))) ;; "Check COUNT-IF" (cci (expected test sequence-as-list &rest keys) `(progn (format t "~&SEQUENCE-AS-LIST=~S~%" ',sequence-as-list) (%cci ,expected count-if ,test ,sequence-as-list ,@keys) (%cci ,expected count-if-not (complement ,test) ,sequence-as-list ,@keys)))) (cci 1 #'consp (1 (12) 1)) (cci 3 #'consp (1 (2) 3 (4) (5) 6)) (cci 3 #'consp (1 (2) 3 (4) (5) 6) :from-end t) (cci 2 #'consp (1 (2) 3 (4) (5) 6) :start 2) (cci 0 #'consp (1 (2) 3 (4) (5) 6) :start 2 :end 3) (cci 1 #'consp (1 (2) 3 (4) (5) 6) :start 1 :end 3) (cci 1 #'consp (1 (2) 3 (4) (5) 6) :start 1 :end 2) (cci 0 #'consp (1 (2) 3 (4) (5) 6) :start 2 :end 2) (cci 2 #'zerop (0 10 0 11 12)) (cci 1 #'zerop (0 10 0 11 12) :start 1) (cci 2 #'minusp (0 10 0 11 12) :key #'1-) (cci 1 #'minusp (0 10 0 11 12) :key #'1- :end 2)) (multiple-value-bind (v e) (ignore-errors (count-if #'zerop '(0 a 0 b c) :start 1)) (declare (ignore v)) (assert (eql (type-error-datum e) 'a))) (multiple-value-bind (v e) (ignore-errors (count-if #'zerop #(0 a 0 b c) :start 1 :from-end 11)) (declare (ignore v)) (assert (eql (type-error-datum e) 'c))) ;;; :COUNT may be negative and BIGNUM (assert (equal (remove 1 '(1 2 3 1) :count 1) '(2 3 1))) (assert (equal (remove 1 '(1 2 3 1) :count (* 2 most-positive-fixnum)) '(2 3))) (assert (equal (remove 1 '(1 2 3 1) :count (* -2 most-positive-fixnum)) '(1 2 3 1)))