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Fix an array-size bug in modmul, and add some tests for it.
[originally from svn r9977]
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parent
a777103fd9
commit
e01104f899
45
sshbn.c
45
sshbn.c
@ -1018,6 +1018,13 @@ Bignum modmul(Bignum p, Bignum q, Bignum mod)
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pqlen = (p[0] > q[0] ? p[0] : q[0]);
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pqlen = (p[0] > q[0] ? p[0] : q[0]);
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/*
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* Make sure that we're allowing enough space. The shifting below
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* will underflow the vectors we allocate if pqlen is too small.
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*/
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if (2*pqlen <= mlen)
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pqlen = mlen/2 + 1;
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/* Allocate n of size pqlen, copy p to n */
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/* Allocate n of size pqlen, copy p to n */
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n = snewn(pqlen, BignumInt);
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n = snewn(pqlen, BignumInt);
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i = pqlen - p[0];
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i = pqlen - p[0];
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@ -1864,6 +1871,44 @@ int main(int argc, char **argv)
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freebn(b);
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freebn(b);
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freebn(c);
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freebn(c);
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freebn(p);
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freebn(p);
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} else if (!strcmp(buf, "modmul")) {
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Bignum a, b, m, c, p;
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if (ptrnum != 4) {
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printf("%d: modmul with %d parameters, expected 4\n",
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line, ptrnum);
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exit(1);
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}
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a = bignum_from_bytes(ptrs[0], ptrs[1]-ptrs[0]);
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b = bignum_from_bytes(ptrs[1], ptrs[2]-ptrs[1]);
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m = bignum_from_bytes(ptrs[2], ptrs[3]-ptrs[2]);
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c = bignum_from_bytes(ptrs[3], ptrs[4]-ptrs[3]);
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p = modmul(a, b, m);
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if (bignum_cmp(c, p) == 0) {
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passes++;
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} else {
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char *as = bignum_decimal(a);
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char *bs = bignum_decimal(b);
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char *ms = bignum_decimal(m);
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char *cs = bignum_decimal(c);
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char *ps = bignum_decimal(p);
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printf("%d: fail: %s * %s mod %s gave %s expected %s\n",
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line, as, bs, ms, ps, cs);
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fails++;
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sfree(as);
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sfree(bs);
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sfree(ms);
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sfree(cs);
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sfree(ps);
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}
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freebn(a);
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freebn(b);
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freebn(m);
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freebn(c);
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freebn(p);
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} else if (!strcmp(buf, "pow")) {
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} else if (!strcmp(buf, "pow")) {
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Bignum base, expt, modulus, expected, answer;
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Bignum base, expt, modulus, expected, answer;
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10
testdata/bignum.py
vendored
10
testdata/bignum.py
vendored
@ -103,6 +103,15 @@ for i in range(1,4200):
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a, b, p = findprod((1<<i)+1, +1, (i, i+1))
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a, b, p = findprod((1<<i)+1, +1, (i, i+1))
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print "mul", hexstr(a), hexstr(b), hexstr(p)
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print "mul", hexstr(a), hexstr(b), hexstr(p)
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# Simple tests of modmul.
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for ai in range(20, 200, 60):
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a = sqrt(3<<(2*ai-1))
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for bi in range(20, 200, 60):
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b = sqrt(5<<(2*bi-1))
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for m in range(20, 600, 32):
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m = sqrt(2**(m+1))
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print "modmul", hexstr(a), hexstr(b), hexstr(m), hexstr((a*b) % m)
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# Simple tests of modpow.
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# Simple tests of modpow.
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for i in range(64, 4097, 63):
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for i in range(64, 4097, 63):
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modulus = sqrt(1<<(2*i-1)) | 1
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modulus = sqrt(1<<(2*i-1)) | 1
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@ -113,3 +122,4 @@ for i in range(64, 4097, 63):
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# Test even moduli, which can't be done by Montgomery.
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# Test even moduli, which can't be done by Montgomery.
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modulus = modulus - 1
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modulus = modulus - 1
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print "pow", hexstr(base), hexstr(expt), hexstr(modulus), hexstr(pow(base, expt, modulus))
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print "pow", hexstr(base), hexstr(expt), hexstr(modulus), hexstr(pow(base, expt, modulus))
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print "pow", hexstr(i), hexstr(expt), hexstr(modulus), hexstr(pow(i, expt, modulus))
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