https://bugzilla.tianocore.org/show_bug.cgi?id=282 Contributed-under: TianoCore Contribution Agreement 1.0 Signed-off-by: Hao Wu <hao.a.wu@intel.com> Reviewed-by: Liming Gao <liming.gao@intel.com>
		
			
				
	
	
		
			817 lines
		
	
	
		
			16 KiB
		
	
	
	
		
			C
		
	
	
	
	
	
			
		
		
	
	
			817 lines
		
	
	
		
			16 KiB
		
	
	
	
		
			C
		
	
	
	
	
	
/*	set.c
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	The following is a general-purpose set library originally developed
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	by Hank Dietz and enhanced by Terence Parr to allow dynamic sets.
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	Sets are now structs containing the #words in the set and
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	a pointer to the actual set words.
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	Generally, sets need not be explicitly allocated.  They are
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	created/extended/shrunk when appropriate (e.g. in set_of()).
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	HOWEVER, sets need to be destroyed (free()ed) when they go out of scope
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	or are otherwise no longer needed.  A routine is provided to
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	free a set.
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	Sets can be explicitly created with set_new(s, max_elem).
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	Sets can be declared to have minimum size to reduce realloc traffic.
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	Default minimum size = 1.
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	Sets can be explicitly initialized to have no elements (set.n == 0)
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	by using the 'empty' initializer:
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	Examples:
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		set a = empty;	-- set_deg(a) == 0
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		return( empty );
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	Example set creation and destruction:
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	set
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	set_of2(e,g)
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	unsigned e,g;
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	{
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		set a,b,c;
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		b = set_of(e);		-- Creates space for b and sticks in e
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		set_new(c, g);		-- set_new(); set_orel() ==> set_of()
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		set_orel(g, &c);
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		a = set_or(b, c);
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		.
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		.
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		.
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		set_free(b);
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		set_free(c);
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		return( a );
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	}
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	1987 by Hank Dietz
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	Modified by:
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		Terence Parr
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		Purdue University
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		October 1989
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	Made it smell less bad to C++ 7/31/93 -- TJP
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*/
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#include <stdio.h>
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#include "pcctscfg.h"
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#ifdef __STDC__
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#include <stdlib.h>
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#else
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#include <malloc.h>
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#endif
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#include <string.h>
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#include "set.h"
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#define MIN(i,j) ( (i) > (j) ? (j) : (i))
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#define MAX(i,j) ( (i) < (j) ? (j) : (i))
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/* elems can be a maximum of 32 bits */
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static unsigned bitmask[] = {
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	0x00000001, 0x00000002, 0x00000004, 0x00000008,
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	0x00000010, 0x00000020, 0x00000040, 0x00000080,
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	0x00000100, 0x00000200, 0x00000400, 0x00000800,
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	0x00001000, 0x00002000, 0x00004000, 0x00008000,
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#if !defined(PC) || defined(PC32)
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	0x00010000, 0x00020000, 0x00040000, 0x00080000,
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	0x00100000, 0x00200000, 0x00400000, 0x00800000,
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	0x01000000, 0x02000000, 0x04000000, 0x08000000,
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	0x10000000, 0x20000000, 0x40000000, 0x80000000
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#endif
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};
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set empty = set_init;
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static unsigned min=1;
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#define StrSize		200
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#ifdef MEMCHK
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#define CHK(a)					\
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	if ( a.setword != NULL )	\
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	  if ( !valid(a.setword) )	\
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		{fprintf(stderr, "%s(%d): invalid set\n",__FILE__,__LINE__); exit(-1);}
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#else
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#define CHK(a)
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#endif
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/*
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 * Set the minimum size (in words) of a set to reduce realloc calls
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 */
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void
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#ifdef __USE_PROTOS
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set_size( unsigned n )
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#else
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set_size( n )
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unsigned n;
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#endif
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{
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	min = n;
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}
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unsigned int
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#ifdef __USE_PROTOS
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set_deg( set a )
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#else
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set_deg( a )
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set a;
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#endif
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{
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	/* Fast compute degree of a set... the number
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	   of elements present in the set.  Assumes
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	   that all word bits are used in the set
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	   and that SETSIZE(a) is a multiple of WORDSIZE.
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	*/
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	register unsigned *p = &(a.setword[0]);
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	register unsigned *endp = NULL; /* MR27 Avoid false memory check report */
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	register unsigned degree = 0;
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	CHK(a);
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	if ( a.n == 0 ) return(0);
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	endp = &(a.setword[a.n]);
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	while ( p < endp )
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	{
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		register unsigned t = *p;
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		register unsigned *b = &(bitmask[0]);
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		do {
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			if (t & *b) ++degree;
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		} while (++b < &(bitmask[WORDSIZE]));
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		p++;
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	}
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	return(degree);
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}
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set
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#ifdef __USE_PROTOS
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set_or( set b, set c )
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#else
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set_or( b, c )
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set b;
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set c;
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#endif
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{
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	/* Fast set union operation */
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	/* resultant set size is max(b, c); */
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	set *big;
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	set t;
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	unsigned int m,n;
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	register unsigned *r, *p, *q, *endp;
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	CHK(b); CHK(c);
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	t = empty;
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	if (b.n > c.n) {big= &b; m=b.n; n=c.n;} else {big= &c; m=c.n; n=b.n;}
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	set_ext(&t, m);
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	r = t.setword;
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	/* Or b,c until max of smaller set */
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	q = c.setword;
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	p = b.setword;
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	endp = &(b.setword[n]);
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	while ( p < endp ) *r++ = *p++ | *q++;	
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	/* Copy rest of bigger set into result */
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	p = &(big->setword[n]);
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	endp = &(big->setword[m]);
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	while ( p < endp ) *r++ = *p++;
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	return(t);
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}
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set
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#ifdef __USE_PROTOS
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set_and( set b, set c )
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#else
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set_and( b, c )
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set b;
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set c;
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#endif
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{
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	/* Fast set intersection operation */
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	/* resultant set size is min(b, c); */
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	set t;
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	unsigned int n;
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	register unsigned *r, *p, *q, *endp;
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	CHK(b); CHK(c);
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	t = empty;
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	n = (b.n > c.n) ? c.n : b.n;
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	if ( n == 0 ) return t;		/* TJP 4-27-92 fixed for empty set */
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	set_ext(&t, n);
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	r = t.setword;
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	/* & b,c until max of smaller set */
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	q = c.setword;
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	p = b.setword;
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	endp = &(b.setword[n]);
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	while ( p < endp ) *r++ = *p++ & *q++;	
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	return(t);
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}
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set
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#ifdef __USE_PROTOS
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set_dif( set b, set c )
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#else
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set_dif( b, c )
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set b;
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set c;
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#endif
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{
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	/* Fast set difference operation b - c */
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	/* resultant set size is size(b) */
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	set t;
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	unsigned int n;
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	register unsigned *r, *p, *q, *endp;
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	CHK(b); CHK(c);
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	t = empty;
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	n = (b.n <= c.n) ? b.n : c.n ;
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	if ( b.n == 0 ) return t;		/* TJP 4-27-92 fixed for empty set */
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									/* WEC 12-1-92 fixed for c.n = 0 */
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	set_ext(&t, b.n);
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	r = t.setword;
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	/* Dif b,c until smaller set size */
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	q = c.setword;
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	p = b.setword;
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	endp = &(b.setword[n]);
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	while ( p < endp ) *r++ = *p++ & (~ *q++);	
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	/* Copy rest of b into result if size(b) > c */
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	if ( b.n > n )
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	{
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		p = &(b.setword[n]);
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		endp = &(b.setword[b.n]);
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		while ( p < endp ) *r++ = *p++;
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	}
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	return(t);
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}
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set
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#ifdef __USE_PROTOS
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set_of( unsigned b )
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#else
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set_of( b )
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unsigned b;
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#endif
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{
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	/* Fast singleton set constructor operation */
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	static set a;
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	if ( b == nil ) return( empty );
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	set_new(a, b);
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	a.setword[DIVWORD(b)] = bitmask[MODWORD(b)];
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	return(a);
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}
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/*
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 * Extend (or shrink) the set passed in to have n words.
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 *
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 * if n is smaller than the minimum, boost n to have the minimum.
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 * if the new set size is the same as the old one, do nothing.
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 *
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 * TJP 4-27-92 Fixed so won't try to alloc 0 bytes
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 */
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void
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#ifdef __USE_PROTOS
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set_ext( set *a, unsigned int n )
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#else
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set_ext( a, n )
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set *a;
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unsigned int n;
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#endif
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{
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	register unsigned *p;
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	register unsigned *endp;
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	unsigned int size;
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	CHK((*a));
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    if ( a->n == 0 )
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    {
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		if ( n == 0 ) return;
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		if (a->setword != NULL) {
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			free (a->setword);	/* MR20 */
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		}
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        a->setword = (unsigned *) calloc(n, BytesPerWord);
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        if ( a->setword == NULL )
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        {
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            fprintf(stderr, "set_ext(%d words): cannot allocate set\n", n);
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            exit(-1);
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        }
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        a->n = n;
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        return;
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    }
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	if ( n < min ) n = min;
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	if ( a->n == n || n == 0 ) return;
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	size = a->n;
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	a->n = n;
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	a->setword = (unsigned *) realloc( (char *)a->setword, (n*BytesPerWord) );
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	if ( a->setword == NULL )
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	{
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		fprintf(stderr, "set_ext(%d words): cannot allocate set\n", n);
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		exit(-1);
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	}
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	p    = &(a->setword[size]);		/* clear from old size to new size */
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	endp = &(a->setword[a->n]);
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	do {
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		*p++ = 0;
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	} while ( p < endp );
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}
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set
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#ifdef __USE_PROTOS
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set_not( set a )
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#else
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set_not( a )
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set a;
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#endif
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{
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	/* Fast not of set a (assumes all bits used) */
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	/* size of resultant set is size(a) */
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	/* ~empty = empty cause we don't know how bit to make set */
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	set t;
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	register unsigned *r;
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	register unsigned *p = a.setword;
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	register unsigned *endp = &(a.setword[a.n]);
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	CHK(a);
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	t = empty;
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	if ( a.n == 0 ) return( empty );
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	set_ext(&t, a.n);
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	r = t.setword;
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	do {
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		*r++ = (~ *p++);
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	} while ( p < endp );
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	return(t);
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}
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int
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#ifdef __USE_PROTOS
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set_equ( set a, set b )
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#else
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set_equ( a, b )
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set a;
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set b;
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#endif
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{
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/* 8-Nov-97     Make it work with sets of different sizes       */
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/*              Easy to understand, too.  Probably faster.      */
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/*              Check for a equal to b                          */
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    unsigned int    count;      /* MR11 */
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    unsigned int    i;          /* MR11 */
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	CHK(a); CHK(b);
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    count=MIN(a.n,b.n);
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    if (count == 0) return 1;
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    for (i=0; i < count; i++) {
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      if (a.setword[i] != b.setword[i]) return 0;
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    };
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    if (a.n < b.n) {
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      for (i=count; i < b.n; i++) {
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        if (b.setword[i] != 0) return 0;
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      }
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      return 1;
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    } else if (a.n > b.n) {
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      for (i=count; i < a.n; i++) {
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        if (a.setword[i] != 0) return 0;
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      }
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      return 1;
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    } else {
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      return 1;
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    };
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}
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int
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#ifdef __USE_PROTOS
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set_sub( set a, set b )
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#else
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set_sub( a, b )
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set a;
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set b;
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#endif
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{
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 | 
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/* 8-Nov-97     Make it work with sets of different sizes       */
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/*              Easy to understand, too.  Probably faster.      */
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/*              Check for a is a PROPER subset of b             */
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 | 
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    unsigned int    count;
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    unsigned int    i;
 | 
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	CHK(a); CHK(b);
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 | 
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    if (a.n == 0) return 1;
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    count=MIN(a.n,b.n);
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    for (i=0; i < count; i++) {
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      if (a.setword[i] & ~b.setword[i]) return 0;
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    };
 | 
						|
    if (a.n <= b.n) {
 | 
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      return 1;
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						|
    } else {
 | 
						|
      for (i=count; i<a.n ; i++) {
 | 
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        if (a.setword[i]) return 0;
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						|
      };
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						|
    };
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    return 1;
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}
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 | 
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unsigned
 | 
						|
#ifdef __USE_PROTOS
 | 
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set_int( set b )
 | 
						|
#else
 | 
						|
set_int( b )
 | 
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set b;
 | 
						|
#endif
 | 
						|
{
 | 
						|
	/* Fast pick any element of the set b */
 | 
						|
	register unsigned *p = b.setword;
 | 
						|
	register unsigned *endp = &(b.setword[b.n]);
 | 
						|
 | 
						|
	CHK(b);
 | 
						|
	if ( b.n == 0 ) return( nil );
 | 
						|
 | 
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	do {
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						|
		if (*p) {
 | 
						|
			/* Found a non-empty word of the set */
 | 
						|
			register unsigned i = ((p - b.setword) << LogWordSize);
 | 
						|
			register unsigned t = *p;
 | 
						|
			p = &(bitmask[0]);
 | 
						|
			while (!(*p & t)) {
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						|
				++i; ++p;
 | 
						|
			}
 | 
						|
			return(i);
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						|
		}
 | 
						|
	} while (++p < endp);
 | 
						|
 | 
						|
	/* Empty -- only element it contains is nil */
 | 
						|
	return(nil);
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						|
}
 | 
						|
 | 
						|
int
 | 
						|
#ifdef __USE_PROTOS
 | 
						|
set_el( unsigned b, set a )
 | 
						|
#else
 | 
						|
set_el( b, a )
 | 
						|
unsigned b;
 | 
						|
set a;
 | 
						|
#endif
 | 
						|
{
 | 
						|
	CHK(a);
 | 
						|
	/* nil is an element of every set */
 | 
						|
	if (b == nil) return(1);
 | 
						|
	if ( a.n == 0 || NumWords(b) > a.n ) return(0);
 | 
						|
	
 | 
						|
	/* Otherwise, we have to check */
 | 
						|
	return( a.setword[DIVWORD(b)] & bitmask[MODWORD(b)] );
 | 
						|
}
 | 
						|
 | 
						|
int
 | 
						|
#ifdef __USE_PROTOS
 | 
						|
set_nil( set a )
 | 
						|
#else
 | 
						|
set_nil( a )
 | 
						|
set a;
 | 
						|
#endif
 | 
						|
{
 | 
						|
	/* Fast check for nil set */
 | 
						|
	register unsigned *p = a.setword;
 | 
						|
	register unsigned *endp;
 | 
						|
 | 
						|
	CHK(a);
 | 
						|
	if ( a.n == 0 ) return(1);
 | 
						|
	endp = &(a.setword[a.n]);
 | 
						|
	
 | 
						|
	/* The set is not empty if any word used to store
 | 
						|
	   the set is non-zero.  This means one must be a
 | 
						|
	   bit careful about doing things like negation.
 | 
						|
	*/
 | 
						|
	do {
 | 
						|
		if (*p) return(0);
 | 
						|
	} while (++p < endp);
 | 
						|
	
 | 
						|
	return(1);
 | 
						|
}
 | 
						|
 | 
						|
char *
 | 
						|
#ifdef __USE_PROTOS
 | 
						|
set_str( set a )
 | 
						|
#else
 | 
						|
set_str( a )
 | 
						|
set a;
 | 
						|
#endif
 | 
						|
{
 | 
						|
	/* Fast convert set a into ASCII char string...
 | 
						|
	   assumes that all word bits are used in the set
 | 
						|
	   and that SETSIZE is a multiple of WORDSIZE.
 | 
						|
	   Trailing 0 bits are removed from the string.
 | 
						|
	   if no bits are on or set is empty, "" is returned.
 | 
						|
	*/
 | 
						|
	register unsigned *p = a.setword;
 | 
						|
	register unsigned *endp = &(a.setword[a.n]);
 | 
						|
	static char str_tmp[StrSize+1];
 | 
						|
	register char *q = &(str_tmp[0]);
 | 
						|
 | 
						|
	CHK(a);
 | 
						|
	if ( a.n==0 ) {*q=0; return( &(str_tmp[0]) );}
 | 
						|
	do {
 | 
						|
		register unsigned t = *p;
 | 
						|
		register unsigned *b = &(bitmask[0]);
 | 
						|
		do {
 | 
						|
			*(q++) = (char) ((t & *b) ? '1' : '0');
 | 
						|
		} while (++b < &(bitmask[WORDSIZE]));
 | 
						|
	} while (++p < endp);
 | 
						|
 | 
						|
	/* Trim trailing 0s & NULL terminate the string */
 | 
						|
	while ((q > &(str_tmp[0])) && (*(q-1) != '1')) --q;
 | 
						|
	*q = 0;
 | 
						|
 | 
						|
	return(&(str_tmp[0]));
 | 
						|
}
 | 
						|
 | 
						|
set
 | 
						|
#ifdef __USE_PROTOS
 | 
						|
set_val( register char *s )
 | 
						|
#else
 | 
						|
set_val( s )
 | 
						|
register char *s;
 | 
						|
#endif
 | 
						|
{
 | 
						|
	/* Fast convert set ASCII char string into a set.
 | 
						|
	   If the string ends early, the remaining set bits
 | 
						|
	   are all made zero.
 | 
						|
	   The resulting set size is just big enough to hold all elements.
 | 
						|
	*/
 | 
						|
	static set a;
 | 
						|
	register unsigned *p, *endp;
 | 
						|
 | 
						|
	set_new(a, (unsigned) strlen(s));
 | 
						|
	p = a.setword;
 | 
						|
	endp = &(a.setword[a.n]);
 | 
						|
	do {
 | 
						|
		register unsigned *b = &(bitmask[0]);
 | 
						|
		/* Start with a word with no bits on */
 | 
						|
		*p = 0;
 | 
						|
		do {
 | 
						|
			if (*s) {
 | 
						|
				if (*s == '1') {
 | 
						|
					/* Turn-on this bit */
 | 
						|
					*p |= *b;
 | 
						|
				}
 | 
						|
				++s;
 | 
						|
			}
 | 
						|
		} while (++b < &(bitmask[WORDSIZE]));
 | 
						|
	} while (++p < endp);
 | 
						|
 | 
						|
	return(a);
 | 
						|
}
 | 
						|
 | 
						|
/*
 | 
						|
 * Or element e into set a.  a can be empty.
 | 
						|
 */
 | 
						|
void
 | 
						|
#ifdef __USE_PROTOS
 | 
						|
set_orel( unsigned e, set *a )
 | 
						|
#else
 | 
						|
set_orel( e, a )
 | 
						|
unsigned e;
 | 
						|
set *a;
 | 
						|
#endif
 | 
						|
{
 | 
						|
	CHK((*a));
 | 
						|
	if ( e == nil ) return;
 | 
						|
	if ( NumWords(e) > a->n ) set_ext(a, NumWords(e));
 | 
						|
	a->setword[DIVWORD(e)] |= bitmask[MODWORD(e)];
 | 
						|
}
 | 
						|
 | 
						|
/*
 | 
						|
 * Or set b into set a.  a can be empty. does nothing if b empty.
 | 
						|
 */
 | 
						|
void
 | 
						|
#ifdef __USE_PROTOS
 | 
						|
set_orin( set *a, set b )
 | 
						|
#else
 | 
						|
set_orin( a, b )
 | 
						|
set *a;
 | 
						|
set b;
 | 
						|
#endif
 | 
						|
{
 | 
						|
	/* Fast set union operation */
 | 
						|
	/* size(a) is max(a, b); */
 | 
						|
	unsigned int m;
 | 
						|
	register unsigned *p,
 | 
						|
					  *q    = b.setword,
 | 
						|
					  *endq; /* MR20 */
 | 
						|
 | 
						|
	CHK((*a)); CHK(b);
 | 
						|
	if ( b.n == 0 ) return;
 | 
						|
	endq = &(b.setword[b.n]); /* MR20 */
 | 
						|
	m = (a->n > b.n) ? a->n : b.n;
 | 
						|
	set_ext(a, m);
 | 
						|
	p = a->setword;
 | 
						|
	do {
 | 
						|
		*p++ |= *q++;
 | 
						|
	} while ( q < endq );
 | 
						|
}
 | 
						|
 | 
						|
/*
 | 
						|
 * And set b into set a.  a can be empty. does nothing if b empty.
 | 
						|
 */
 | 
						|
void
 | 
						|
#ifdef __USE_PROTOS
 | 
						|
set_andin( set *a, set b )
 | 
						|
#else
 | 
						|
set_andin( a, b )
 | 
						|
set *a;
 | 
						|
set b;
 | 
						|
#endif
 | 
						|
{
 | 
						|
	/* Fast set intersection operation */
 | 
						|
	/* size(a) is max(a, b); */
 | 
						|
	unsigned int m;
 | 
						|
	register unsigned *p,
 | 
						|
					  *q    = b.setword,
 | 
						|
					  *endq = &(b.setword[b.n]);
 | 
						|
 | 
						|
	CHK((*a)); CHK(b);
 | 
						|
	if ( b.n == 0 ) return;
 | 
						|
	m = (a->n > b.n) ? a->n : b.n;
 | 
						|
	set_ext(a, m);
 | 
						|
	p = a->setword;
 | 
						|
	do {
 | 
						|
		*p++ &= *q++;
 | 
						|
	} while ( q < endq );
 | 
						|
}
 | 
						|
 | 
						|
void
 | 
						|
#ifdef __USE_PROTOS
 | 
						|
set_rm( unsigned e, set a )
 | 
						|
#else
 | 
						|
set_rm( e, a )
 | 
						|
unsigned e;
 | 
						|
set a;
 | 
						|
#endif
 | 
						|
{
 | 
						|
	/* Does not effect size of set */
 | 
						|
	CHK(a);
 | 
						|
	if ( (e == nil) || (NumWords(e) > a.n) ) return;
 | 
						|
	a.setword[DIVWORD(e)] ^= (a.setword[DIVWORD(e)]&bitmask[MODWORD(e)]);
 | 
						|
}
 | 
						|
 | 
						|
void
 | 
						|
#ifdef __USE_PROTOS
 | 
						|
set_clr( set a )
 | 
						|
#else
 | 
						|
set_clr( a )
 | 
						|
set a;
 | 
						|
#endif
 | 
						|
{
 | 
						|
	/* Does not effect size of set */
 | 
						|
	register unsigned *p = a.setword;
 | 
						|
	register unsigned *endp;
 | 
						|
	
 | 
						|
	CHK(a);
 | 
						|
	if ( a.n == 0 ) return;
 | 
						|
	endp = &(a.setword[a.n]);
 | 
						|
	do {
 | 
						|
		*p++ = 0;
 | 
						|
	} while ( p < endp );
 | 
						|
}
 | 
						|
 | 
						|
set
 | 
						|
#ifdef __USE_PROTOS
 | 
						|
set_dup( set a )
 | 
						|
#else
 | 
						|
set_dup( a )
 | 
						|
set a;
 | 
						|
#endif
 | 
						|
{
 | 
						|
	set b;
 | 
						|
	register unsigned *p,
 | 
						|
					  *q    = a.setword,
 | 
						|
					  *endq; /* MR20 */
 | 
						|
	
 | 
						|
	CHK(a);
 | 
						|
	b = empty;
 | 
						|
	if ( a.n == 0 ) return( empty );
 | 
						|
	endq = &(a.setword[a.n]);	/* MR20 */
 | 
						|
	set_ext(&b, a.n);
 | 
						|
	p = b.setword;
 | 
						|
	do {
 | 
						|
		*p++ = *q++;
 | 
						|
	} while ( q < endq );
 | 
						|
	
 | 
						|
	return(b);
 | 
						|
}
 | 
						|
 | 
						|
/*
 | 
						|
 * Return a nil terminated list of unsigned ints that represents all
 | 
						|
 * "on" bits in the bit set.
 | 
						|
 *
 | 
						|
 * e.g. {011011} --> {1, 2, 4, 5, nil}
 | 
						|
 *
 | 
						|
 * _set_pdq and set_pdq are useful when an operation is required on each element
 | 
						|
 * of a set.  Normally, the sequence is:
 | 
						|
 *
 | 
						|
 *		while ( set_deg(a) > 0 ) {
 | 
						|
 *			e = set_int(a);
 | 
						|
 *			set_rm(e, a);
 | 
						|
 *			...process e...
 | 
						|
 *		}
 | 
						|
 * Now,
 | 
						|
 *
 | 
						|
 *		t = e = set_pdq(a);
 | 
						|
 *		while ( *e != nil ) {
 | 
						|
 *			...process *e...
 | 
						|
 *			e++;
 | 
						|
 *		}
 | 
						|
 *		free( t );
 | 
						|
 *
 | 
						|
 * We have saved many set calls and have not destroyed set a.
 | 
						|
 */
 | 
						|
void
 | 
						|
#ifdef __USE_PROTOS
 | 
						|
_set_pdq( set a, register unsigned *q )
 | 
						|
#else
 | 
						|
_set_pdq( a, q )
 | 
						|
set a;
 | 
						|
register unsigned *q;
 | 
						|
#endif
 | 
						|
{
 | 
						|
	register unsigned *p = a.setword,
 | 
						|
					  *endp = &(a.setword[a.n]);
 | 
						|
	register unsigned e=0;
 | 
						|
 | 
						|
	CHK(a);
 | 
						|
	/* are there any space (possibility of elements)? */
 | 
						|
	if ( a.n == 0 ) return;
 | 
						|
	do {
 | 
						|
		register unsigned t = *p;
 | 
						|
		register unsigned *b = &(bitmask[0]);
 | 
						|
		do {
 | 
						|
			if ( t & *b ) *q++ = e;
 | 
						|
			++e;
 | 
						|
		} while (++b < &(bitmask[WORDSIZE]));
 | 
						|
	} while (++p < endp);
 | 
						|
	*q = nil;
 | 
						|
}
 | 
						|
 | 
						|
/*
 | 
						|
 * Same as _set_pdq except allocate memory.  set_pdq is the natural function
 | 
						|
 * to use.
 | 
						|
 */
 | 
						|
unsigned *
 | 
						|
#ifdef __USE_PROTOS
 | 
						|
set_pdq( set a )
 | 
						|
#else
 | 
						|
set_pdq( a )
 | 
						|
set a;
 | 
						|
#endif
 | 
						|
{
 | 
						|
	unsigned *q;
 | 
						|
	int max_deg;
 | 
						|
	
 | 
						|
	CHK(a);
 | 
						|
	max_deg = WORDSIZE*a.n;
 | 
						|
	/* assume a.n!=0 & no elements is rare, but still ok */
 | 
						|
	if ( a.n == 0 ) return(NULL);
 | 
						|
	q = (unsigned *) malloc((max_deg+1)*BytesPerWord);
 | 
						|
	if ( q == NULL ) return( NULL );
 | 
						|
	_set_pdq(a, q);
 | 
						|
	return( q );
 | 
						|
}
 | 
						|
 | 
						|
/* a function that produces a hash number for the set
 | 
						|
 */
 | 
						|
unsigned int
 | 
						|
#ifdef __USE_PROTOS
 | 
						|
set_hash( set a, register unsigned int mod )
 | 
						|
#else
 | 
						|
set_hash( a, mod )
 | 
						|
set a;
 | 
						|
register unsigned int mod;
 | 
						|
#endif
 | 
						|
{
 | 
						|
	/* Fast hash of set a (assumes all bits used) */
 | 
						|
	register unsigned *p = &(a.setword[0]);
 | 
						|
	register unsigned *endp = &(a.setword[a.n]);
 | 
						|
	register unsigned i = 0;
 | 
						|
 | 
						|
	CHK(a);
 | 
						|
	while (p<endp){
 | 
						|
		i += (*p);
 | 
						|
		++p;
 | 
						|
	}
 | 
						|
 | 
						|
	return(i % mod);
 | 
						|
}
 |