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📄 test3500.cal

📁 Calc Software Package for Number Calc
💻 CAL
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/* * test3500 - 3500 series of the regress.cal test suite * * Copyright (C) 1999  Ernest Bowen and Landon Curt Noll * * Primary author:  Ernest Bowen * * Calc is open software; you can redistribute it and/or modify it under * the terms of the version 2.1 of the GNU Lesser General Public License * as published by the Free Software Foundation. * * Calc 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. * * A copy of version 2.1 of the GNU Lesser General Public License is * distributed with calc under the filename COPYING-LGPL.  You should have * received a copy with calc; if not, write to Free Software Foundation, Inc. * 59 Temple Place, Suite 330, Boston, MA  02111-1307, USA. * * @(#) $Revision: 29.3 $ * @(#) $Id: test3500.cal,v 29.3 2006/06/20 09:29:16 chongo Exp $ * @(#) $Source: /usr/local/src/cmd/calc/cal/RCS/test3500.cal,v $ * * Under source code control:	1995/12/18 22:50:46 * File existed as early as:	1995 * * Share and enjoy!  :-)	http://www.isthe.com/chongo/tech/comp/calc/ *//* * Stringent tests of the functions frem, fcnt, gcdrem. * * testf(n) gives n tests of frem(x,y) and fcnt(x,y) with randomly *	integers x and y generated so that x = f * y^k where f, y and *	k are randomly generated. * * testg(n) gives n tests of gcdrem(x,y) with x and y generated as for *	testf(n). * * testh(n,N) gives n tests of g = gcdrem(x,y) where x and y are products of *	powers of small primes some of which are common to both x and y. *	This test uses f = abs(x) and iteratively f = frem(f,p) where *	p varies over the prime divisors of y; the final value for f *	should equal g.	 For both x and y the primes are raised to the *	power rand(N); N defaults to 10. * * If verbose is > 1, the numbers x, y and values for some of the *	functions will be displayed.  Numbers used in testf() *	and testg() occasionally have thousands of digits. * */defaultverbose = 1;	/* default verbose value */define testfrem(x,y,verbose){	local f, n;	if (isnull(verbose)) verbose = defaultverbose;	f = frem(x,y);	n = fcnt(x,y);	if (verbose > 1)		printf("frem = %d, fcnt = %d\n\n", f, n);	if (abs(x) != f * abs(y)^n)		return 1;	if (!ismult(x,y) || abs(y) <= 1) {		if (f != abs(x))			return 2;		if (n != 0)			return 3;		return 0;	}	if (x == 0) {		if (f != 0 || n != 0)			return 4;		return 0;	}	if (f < 0 || !isint(f) || n <= 0)		return 5;	if (ismult(f, y))		return 6;	if (!ismult(x, y^n))		return 7;	if (ismult(x, y^(n+1)))		return 8;	return 0;}define testgcdrem(x,y,verbose){	local d, q;	if (isnull(verbose)) verbose = defaultverbose;	d = gcdrem(x,y);	if (verbose > 1)		printf("gcdrem = %d\n\n", d);	if (y == 0) {		if (d != 1)			return 1;		return 0;	}	if (x == 0) {		if (d != 0)			return 2;		return 0;	}	if (d <= 0)		return 3;	q = x/d;	if (!isint(q))		return 4;	if (!isrel(d, y))		return 5;	if (!isrel(d, q))		return 6;	return 0;}define testf(str,n,verbose){	local m, x, y, i, k, y1, f1, f, fail;	if (isnull(verbose))		verbose = defaultverbose;	if (verbose > 0) {		print str:":",:;	}	m = 0;	for (i = 0; i < n; i++) {		y1 = rand(2^rand(1,6));		y = rand(-(2^y1), 1 + 2^y1);		f1 = rand(2^rand(1,11));		f = rand(-(2^f1), 1+2^f1);		k = rand(1,1+2^10);		x = f * y^k;		if (verbose > 1) {			printf("x = %d\n", x);			printf("y = %d\n", y);		}		fail = testfrem(x,y,verbose);		if (fail != 0) {			printf("*** Failure %d on loop %d\n", fail, i);			if (verbose > 1) {				printf("    x = %d\n", x);				printf("    y = %d\n", y);			}			m++;		}	}	if (verbose > 0) {		if (m) {			printf("*** %d error(s)\n", m);		} else {			printf("no errors\n");		}	}	return m;}define testg(str,n,verbose){	local m, x, y, i, k, y1, f1, f, fail;	if (isnull(verbose))		verbose = defaultverbose;	if (verbose > 0) {		print str:":",:;	}	m = 0;	for (i = 0; i < n; i++) {		y1 = rand(2^rand(1,6));		y = rand(-(2^y1), 1 + 2^y1);		f1 = rand(2^rand(1,11));		f = rand(-(2^f1), 1+2^f1);		k = rand(1,1+2^10);		x = f * y^k;		if (verbose > 1) {			printf("x = %d\n", x);			printf("y = %d\n", y);		}		fail = testgcdrem(x,y,verbose);		if (fail != 0) {			printf("*** Failure %d on loop %d\n", fail, i);			if (verbose > 1) {				printf("    x = %d\n", x);				printf("    y = %d\n", y);			}			m++;		}	}	if (verbose > 0) {		if (m) {			printf("*** %d error(s)\n", m);		} else {			printf("no errors\n");		}	}	return m;}define testh(str,n,N,verbose){	local m, i, x, y, f, g;	if (isnull(verbose))		verbose = defaultverbose;	if (verbose > 0) {		print str:":",:;	}	m = 0;	if (isnull(N))		N = 61;	for (i = 0; i < n; i ++) {		x = 2^rand(N)*3^rand(N) * 7^rand(N) * 11^rand(N) * 101^rand(N);		y = 2^rand(N) * 3^rand(N) * 5^rand(N) * 11^rand(N) * 53^rand(N);		if (rand(2)) x = -x;		if (rand(2)) y = -y;		if (verbose > 1) {			printf("x = %d\n", x);			printf("y = %d\n", y);		}		f = abs(x);		g = gcdrem(x,y);		if (ismult(y,2)) f = frem(f,2);		if (ismult(y,3)) f = frem(f,3);		if (ismult(y,5)) f = frem(f,5);		if (ismult(y,11)) f = frem(f,11);		if (ismult(y,53)) f = frem(f,53);		if (f != g) {			printf("*** Failure on loop %d\n", i);			if (verbose > 1) {				printf("    x = %d\n", x);				printf("    y = %d\n", y);				printf("    f = %d\n", f);				printf("    g = %d\n", g);			}			m++;		}	}	if (verbose > 0) {		if (m) {			printf("*** %d error(s)\n", m);		} else {			printf("no errors\n");		}	}	return m;}/* * test3500 - perform all of the above tests a bunch of times */define test3500(verbose, tnum, n, N){	/* set test parameters */	if (isnull(verbose)) {		verbose = defaultverbose;	}	if (isnull(tnum)) {		tnum = 3501;	/* default test number */	}	if (isnull(n)) {		n = 200;	}	if (isnull(N)) {		N = 61;	}	/*	 * test a lot of stuff	 */	srand(3500e3500);	err += testf(strcat(str(tnum++), ": frem/fcnt"), n, verbose);	err += testg(strcat(str(tnum++), ": gcdrem"), n, verbose);	err += testh(strcat(str(tnum++),": gcdrem #2"), n, N, verbose);	if (verbose > 1) {		if (err) {			print "***", err, "error(s) found in testall";		} else {			print "no errors in testall";		}	}	return tnum;}

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