ack/util/ego/share/cset.c

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1994-06-24 11:31:16 +00:00
/* $Id$ */
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/*
* (c) copyright 1987 by the Vrije Universiteit, Amsterdam, The Netherlands.
* See the copyright notice in the ACK home directory, in the file "Copyright".
*/
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/* S H A R E D F I L E
*
* C S E T . C
*/
#include "types.h"
#include "cset.h"
#include "alloc.h"
#include "debug.h"
#include "global.h"
/* A set over a range of integers from 1 to N may be represented
* as a 'compact' set. Such a set is represented as a 'bitvector'
* record, containing the size of the set (i.e. N) and a row
* of words (the bitvector itself). An integer J (1 <= J <= N) is
* an element of the set iff the J-th bit of the vector is a '1'.
* Any redundant bits in the last word are garanteed to be zero bits.
* This package implements the usual operations on sets.
* The name of every operation is preceede by a 'C' to
* distinguish it from the operation on 'long' (list)
* sets whth a similar name.
*/
/* The two arithmetic operations 'divide by wordlength' and
* 'modulo wordlength' can be performed very efficiently
* if the word length (of the source machine) is 16.
*/
cset Cempty_set(short n)
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{
cset s;
s = newbitvect(DIVWL(n-1) + 1);
s->v_size = n;
return s;
}
bool Cis_elem(Celem_t x, cset s)
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{
short n;
int mask;
assert(x>0 && x <= s->v_size);
n = DIVWL(x-1);
mask = (1 << MODWL(x-1));
if ((s->v_bits[n] & mask) == 0) {
return FALSE;
} else {
return TRUE;
}
}
void Cadd(Celem_t x, cset *s_p)
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{
cset s;
short n;
int mask;
s = *s_p;
assert(x>0 && x <= s->v_size);
n = DIVWL(x-1);
mask = (1 << MODWL(x-1));
s->v_bits[n] |= mask;
}
void Cremove(Celem_t x, cset *s_p)
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{
cset s;
short n;
int mask;
s = *s_p;
assert(x>0 && x <= s->v_size);
n = DIVWL(x-1);
mask = (1 << MODWL(x-1));
s->v_bits[n] &= ~mask;
}
/* The operations first, next and elem can be used to iterate
* over a set. For example:
* for (i = Cfirst(s); i != (Cindex) 0; i = Cnext(i,s) {
* x = Celem(i);
* use x
* }
* which is like:
* 'for all elements x of s do'
* use x
*
* The implementation of first and next is not very fast.
* It could be made much more efficient (at the price of a
* higher complexity) by not using 'is_elem'.
* Iteration over a bitvector, however, is not supposed to
* be used very often.
*/
Cindex Cfirst(cset s)
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{
return Cnext((Cindex) 0,s);
}
Cindex Cnext(Cindex i, cset s)
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{
register short n;
for (n = i+1; n <= s->v_size; n++) {
if (Cis_elem(n,s)) {
return (Cindex) n;
}
}
return (Cindex) 0;
}
Celem_t Celem(Cindex i)
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{
return (Celem_t) i;
}
void Cjoin(cset s1, cset *s2_p)
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{
/* Two sets are joined by or-ing their bitvectors,
* word by word.
*/
cset s2;
short n;
register short i;
s2 = *s2_p;
assert(s1->v_size == s2->v_size);
n = DIVWL(s1->v_size -1); /* #words -1 */
for (i = 0; i <= n; i++) {
s2->v_bits[i] |= s1->v_bits[i];
}
}
void Cintersect(cset s1, cset *s2_p)
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{
/* Two sets are intersected by and-ing their bitvectors,
* word by word.
*/
cset s2;
short n;
register short i;
s2 = *s2_p;
assert(s1->v_size == s2->v_size);
n = DIVWL(s1->v_size -1); /* #words -1 */
for (i = 0; i <= n; i++) {
s2->v_bits[i] &= s1->v_bits[i];
}
}
void Cdeleteset(cset s)
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{
oldbitvect(s,DIVWL(s->v_size - 1) + 1);
}
bool Cis_subset(cset s1, cset s2)
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{
/* See if s1 is a subset of s2 */
register short i;
assert(s1->v_size == s2->v_size);
if (s1->v_size == 0) return TRUE;
for (i = 0; i <= DIVWL(s1->v_size-1); i++) {
if ((s1->v_bits[i] & ~(s2->v_bits[i])) != 0) {
return FALSE;
}
}
return TRUE;
}
void Cclear_set(cset *s_p)
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{
cset s;
register short i;
s = *s_p;
assert (s != (cset) 0);
for (i = 0; i <= DIVWL(s->v_size-1); i++) {
s->v_bits[i] = 0;
}
}
void Ccopy_set(cset s1, cset *s2_p)
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{
cset s2;
register short i;
s2 = *s2_p;
assert (s1->v_size == s2->v_size);
for (i = 0; i <= DIVWL(s1->v_size-1); i++) {
s2->v_bits[i] = s1->v_bits[i];
}
}
void Csubtract(cset s1, cset *s2_p)
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{
cset s2;
register short i;
s2 = *s2_p;
assert (s1->v_size == s2->v_size);
for (i = 0; i <= DIVWL(s1->v_size-1); i++) {
s2->v_bits[i] &= ~(s1->v_bits[i]);
}
}
bool Cequal(cset s1, cset s2)
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{
register short i;
assert (s1->v_size == s2->v_size);
for (i = 0; i <= DIVWL(s1->v_size-1); i++) {
if (s1->v_bits[i] != s2->v_bits[i]) return FALSE;
}
return TRUE;
}
short Cnrelems(cset s)
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{
register short n, cnt;
cnt = 0;
for (n = 1; n <= s->v_size; n++) {
if (Cis_elem(n,s)) {
cnt++;
}
}
return cnt;
}