Graphviz 13.0.0~dev.20241220.2304
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dtstrhash.c
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1#include <assert.h>
2#include <cdt/dthdr.h>
3#include <limits.h>
4#include <string.h>
5
6#define DT_PRIME 17109811 /* 2#00000001 00000101 00010011 00110011 */
7
8/* Hashing a string into an unsigned integer.
9** The basic method is to continuously accumulate bytes and multiply
10** with some given prime. The length n of the string is added last.
11** The recurrent equation is like this:
12** h[k] = (h[k-1] + bytes)*prime for 0 <= k < n
13** h[n] = (h[n-1] + n)*prime
14** The prime is chosen to have a good distribution of 1-bits so that
15** the multiplication will distribute the bits in the accumulator well.
16** The below code accumulates 2 bytes at a time for speed.
17**
18** Written by Kiem-Phong Vo (02/28/03)
19*/
20
21unsigned dtstrhash(void *args, int n) {
22 unsigned h = 0;
23 unsigned char *s = args;
24
25 if(n <= 0)
26 { for(; *s != 0; s += s[1] ? 2 : 1)
27 h = (h + ((unsigned)s[0] << 8u) + (unsigned)s[1]) * DT_PRIME;
28 assert(strlen(args) <= INT_MAX);
29 n = (int)(s - (unsigned char*)args);
30 }
31 else
32 { unsigned char* ends;
33 for(ends = s+n-1; s < ends; s += 2)
34 h = (h + ((unsigned)s[0] << 8u) + (unsigned)s[1]) * DT_PRIME;
35 if(s <= ends)
36 h = (h + ((unsigned)s[0] << 8u)) * DT_PRIME;
37 }
38 assert(n >= 0);
39 return (h + (unsigned)n) * DT_PRIME;
40}
#define DT_PRIME
Definition dtstrhash.c:6
unsigned dtstrhash(void *args, int n)
Definition dtstrhash.c:21
Definition grammar.c:93