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authorNiklas Hallqvist <niklas@cvs.openbsd.org>1999-04-19 20:54:02 +0000
committerNiklas Hallqvist <niklas@cvs.openbsd.org>1999-04-19 20:54:02 +0000
commit33e07e7df2fc862276d5a3f125a9cde61f039ff9 (patch)
tree589f98b90a39d3456806269ec68a1e96e119c894 /sbin
parent81e925f8ecd91a1e79ab4f8778246e636784e7c2 (diff)
./math_2n.c: Merge with EOM 1.14
reporting. Math error propagation. Allocate right sizes.
Diffstat (limited to 'sbin')
-rw-r--r--sbin/isakmpd/math_2n.c615
1 files changed, 358 insertions, 257 deletions
diff --git a/sbin/isakmpd/math_2n.c b/sbin/isakmpd/math_2n.c
index 5cb18cf743a..6a10adf46fb 100644
--- a/sbin/isakmpd/math_2n.c
+++ b/sbin/isakmpd/math_2n.c
@@ -1,5 +1,5 @@
-/* $OpenBSD: math_2n.c,v 1.5 1999/04/05 21:01:23 niklas Exp $ */
-/* $EOM: math_2n.c,v 1.13 1999/04/05 08:04:25 niklas Exp $ */
+/* $OpenBSD: math_2n.c,v 1.6 1999/04/19 20:54:01 niklas Exp $ */
+/* $EOM: math_2n.c,v 1.14 1999/04/17 23:20:31 niklas Exp $ */
/*
* Copyright (c) 1998 Niels Provos. All rights reserved.
@@ -50,10 +50,10 @@
#include "sysdep.h"
-#include "util.h"
#include "math_2n.h"
+#include "util.h"
-u_int8_t hex2int (char);
+static u_int8_t hex2int (char);
static char int2hex[] = "0123456789abcdef";
CHUNK_TYPE b2n_mask[CHUNK_BITS] = {
@@ -69,8 +69,8 @@ CHUNK_TYPE b2n_mask[CHUNK_BITS] = {
#endif
};
-/* Misc */
-u_int8_t
+/* Convert a hex character to its integer value. */
+static u_int8_t
hex2int (char c)
{
if (c <= '9')
@@ -81,11 +81,11 @@ hex2int (char c)
return 0;
}
-
-void
+int
b2n_random (b2n_ptr n, u_int32_t bits)
{
- b2n_resize (n, (CHUNK_MASK + bits) >> CHUNK_SHIFTS);
+ if (b2n_resize (n, (CHUNK_MASK + bits) >> CHUNK_SHIFTS))
+ return -1;
getrandom ((u_int8_t *)n->limp, CHUNK_BYTES * n->chunks);
@@ -97,6 +97,7 @@ b2n_random (b2n_ptr n, u_int32_t bits)
}
n->dirty = 1;
+ return 0;
}
/* b2n management functions */
@@ -105,7 +106,7 @@ void
b2n_init (b2n_ptr n)
{
n->chunks = 0;
- n->limp = NULL;
+ n->limp = 0;
}
void
@@ -115,7 +116,7 @@ b2n_clear (b2n_ptr n)
free (n->limp);
}
-void
+int
b2n_resize (b2n_ptr n, unsigned int chunks)
{
int old = n->chunks;
@@ -126,14 +127,13 @@ b2n_resize (b2n_ptr n, unsigned int chunks)
chunks = 1;
if (chunks == old)
- return;
+ return 0;
size = CHUNK_BYTES * chunks;
- /* XXX - is there anything I can do here? */
new = realloc (n->limp, size);
- if (new == NULL)
- return;
+ if (!new)
+ return -1;
n->limp = new;
n->chunks = chunks;
@@ -141,32 +141,38 @@ b2n_resize (b2n_ptr n, unsigned int chunks)
n->dirty = 1;
if (chunks > old)
- memset (n->limp + old, 0, size - CHUNK_BYTES*old);
+ memset (n->limp + old, 0, size - CHUNK_BYTES * old);
+
+ return 0;
}
-/* Simple assignment functions */
+/* Simple assignment functions. */
-void
+int
b2n_set (b2n_ptr d, b2n_ptr s)
{
if (d == s)
- return;
+ return 0;
b2n_sigbit (s);
- b2n_resize (d, (CHUNK_MASK + s->bits) >> CHUNK_SHIFTS);
- memcpy (d->limp, s->limp, CHUNK_BYTES*d->chunks);
+ if (b2n_resize (d, (CHUNK_MASK + s->bits) >> CHUNK_SHIFTS))
+ return -1;
+ memcpy (d->limp, s->limp, CHUNK_BYTES * d->chunks);
d->bits = s->bits;
d->dirty = s->dirty;
+ return 0;
}
-void
+int
b2n_set_null (b2n_ptr n)
{
- b2n_resize (n, 1);
+ if (b2n_resize (n, 1))
+ return -1;
n->limp[0] = n->bits = n->dirty = 0;
+ return 0;
}
-void
+int
b2n_set_ui (b2n_ptr n, unsigned int val)
{
#if CHUNK_BITS < 32
@@ -174,7 +180,8 @@ b2n_set_ui (b2n_ptr n, unsigned int val)
chunks = (CHUNK_BYTES - 1 + sizeof (val)) / CHUNK_BYTES;
- b2n_resize (n, chunks);
+ if (b2n_resize (n, chunks))
+ return -1;
for (i = 0; i < chunks; i++)
{
@@ -182,22 +189,23 @@ b2n_set_ui (b2n_ptr n, unsigned int val)
val >>= CHUNK_BITS;
}
#else
- b2n_resize (n, 1);
+ if (b2n_resize (n, 1))
+ return -1;
n->limp[0] = val;
#endif
n->dirty = 1;
+ return 0;
}
-/* Only takes hex at the moment */
-
-void
+/* XXX This one only takes hex at the moment. */
+int
b2n_set_str (b2n_ptr n, char *str)
{
int i, j, w, len, chunks;
CHUNK_TYPE tmp;
if (strncasecmp (str, "0x", 2))
- return;
+ return -1;
/* Make the hex string even lengthed */
len = strlen (str) - 2;
@@ -211,54 +219,56 @@ b2n_set_str (b2n_ptr n, char *str)
len /= 2;
- chunks = (CHUNK_BYTES - 1 + len)/CHUNK_BYTES;
- b2n_resize (n, chunks);
+ chunks = (CHUNK_BYTES - 1 + len) / CHUNK_BYTES;
+ if (b2n_resize (n, chunks))
+ return -1;
memset (n->limp, 0, CHUNK_BYTES * n->chunks);
for (w = 0, i = 0; i < chunks; i++)
{
tmp = 0;
- for (j = (i == 0 ? ((len-1) % CHUNK_BYTES)+1 : CHUNK_BYTES); j > 0; j--)
+ for (j = (i == 0 ? ((len - 1) % CHUNK_BYTES) + 1 : CHUNK_BYTES); j > 0;
+ j--)
{
tmp <<= 8;
- tmp |= (hex2int(str[w]) << 4) | hex2int(str[w+1]);
+ tmp |= (hex2int (str[w]) << 4) | hex2int (str[w + 1]);
w += 2;
}
- n->limp[chunks-1-i] = tmp;
+ n->limp[chunks - 1 - i] = tmp;
}
n->dirty = 1;
+ return 0;
}
-/* Output function, mainly for debugging perpurses */
-
+/* Output function, mainly for debugging purposes. */
void
b2n_print (b2n_ptr n)
{
int i, j, w, flag = 0;
int left;
- char buffer[2*CHUNK_BYTES];
+ char buffer[2 * CHUNK_BYTES];
CHUNK_TYPE tmp;
left = ((((7 + b2n_sigbit (n)) >> 3) - 1) % CHUNK_BYTES) + 1;
- printf("0x");
+ printf ("0x");
for (i = 0; i < n->chunks; i++)
{
- tmp = n->limp[n->chunks-1-i];
+ tmp = n->limp[n->chunks - 1 - i];
memset (buffer, '0', sizeof (buffer));
for (w = 0, j = (i == 0 ? left : CHUNK_BYTES); j > 0; j--)
{
- buffer[w++] = int2hex[(tmp >> 4) & 0xF];
- buffer[w++] = int2hex[tmp & 0xF];
+ buffer[w++] = int2hex[(tmp >> 4) & 0xf];
+ buffer[w++] = int2hex[tmp & 0xf];
tmp >>= 8;
}
for (j = (i == 0 ? left - 1: CHUNK_BYTES - 1); j >= 0; j--)
if (flag || (i == n->chunks - 1 && j == 0) ||
- buffer[2*j] != '0' || buffer[2*j+1] != '0')
+ buffer[2 * j] != '0' || buffer[2 * j + 1] != '0')
{
- putchar (buffer[2*j]);
- putchar (buffer[2*j+1]);
+ putchar (buffer[2 * j]);
+ putchar (buffer[2 * j + 1]);
flag = 1;
}
}
@@ -270,7 +280,7 @@ b2n_sprint (char *buf, b2n_ptr n)
{
int i, k, j, w, flag = 0;
int left;
- char buffer[2*CHUNK_BYTES];
+ char buffer[2 * CHUNK_BYTES];
CHUNK_TYPE tmp;
left = ((((7 + b2n_sigbit (n)) >> 3) - 1) % CHUNK_BYTES) + 1;
@@ -278,30 +288,30 @@ b2n_sprint (char *buf, b2n_ptr n)
strcpy (buf, "0x"); k = 2;
for (i = 0; i < n->chunks; i++)
{
- tmp = n->limp[n->chunks-1-i];
+ tmp = n->limp[n->chunks - 1 - i];
memset (buffer, '0', sizeof (buffer));
for (w = 0, j = (i == 0 ? left : CHUNK_BYTES); j > 0; j--)
{
- buffer[w++] = int2hex[(tmp >> 4) & 0xF];
- buffer[w++] = int2hex[tmp & 0xF];
+ buffer[w++] = int2hex[(tmp >> 4) & 0xf];
+ buffer[w++] = int2hex[tmp & 0xf];
tmp >>= 8;
}
for (j = (i == 0 ? left - 1: CHUNK_BYTES - 1); j >= 0; j--)
if (flag || (i == n->chunks - 1 && j == 0) ||
- buffer[2*j] != '0' || buffer[2*j+1] != '0')
+ buffer[2 * j] != '0' || buffer[2 * j + 1] != '0')
{
- buf[k++] = buffer[2*j];
- buf[k++] = buffer[2*j+1];
+ buf[k++] = buffer[2 * j];
+ buf[k++] = buffer[2 * j + 1];
flag = 1;
}
}
- buf [k++] = 0;
+ buf[k++] = 0;
return k;
}
-/* Arithmetic functions */
+/* Arithmetic functions. */
u_int32_t
b2n_sigbit (b2n_ptr n)
@@ -311,7 +321,7 @@ b2n_sigbit (b2n_ptr n)
if (!n->dirty)
return n->bits;
- for (i = n->chunks-1; i > 0; i--)
+ for (i = n->chunks - 1; i > 0; i--)
if (n->limp[i])
break;
@@ -327,33 +337,24 @@ b2n_sigbit (b2n_ptr n)
return n->bits;
}
-
-/*
- * Addition on GF(2)[x] is nice, its just an XOR.
- */
-
-void
+/* Addition on GF(2)[x] is nice, its just an XOR. */
+int
b2n_add (b2n_ptr d, b2n_ptr a, b2n_ptr b)
{
int i;
b2n_ptr bmin, bmax;
if (!b2n_cmp_null (a))
- {
- b2n_set (d, b);
- return;
- }
+ return b2n_set (d, b);
if (!b2n_cmp_null (b))
- {
- b2n_set (d, a);
- return;
- }
+ return b2n_set (d, a);
bmin = B2N_MIN (a,b);
bmax = B2N_MAX (a,b);
- b2n_resize (d, bmax->chunks);
+ if (b2n_resize (d, bmax->chunks))
+ return -1;
for (i = 0; i < bmin->chunks; i++)
d->limp[i] = bmax->limp[i] ^ bmin->limp[i];
@@ -375,16 +376,13 @@ b2n_add (b2n_ptr d, b2n_ptr a, b2n_ptr b)
* truncate the used amount of memory.
*/
if (d != bmax && !b2n_cmp_null (d))
- b2n_set_null (d);
+ return b2n_set_null (d);
else
d->dirty = 1;
+ return 0;
}
-
-/*
- * Compare two polynomials.
- */
-
+/* Compare two polynomials. */
int
b2n_cmp (b2n_ptr n, b2n_ptr m)
{
@@ -417,16 +415,14 @@ b2n_cmp_null (b2n_ptr a)
{
if (a->limp[i])
return 1;
- } while (++i < a->chunks);
+ }
+ while (++i < a->chunks);
return 0;
}
-/*
- * Left shift, needed for polynomial multiplication.
- */
-
-void
+/* Left shift, needed for polynomial multiplication. */
+int
b2n_lshift (b2n_ptr d, b2n_ptr n, unsigned int s)
{
int i, maj, min, chunks;
@@ -434,30 +430,29 @@ b2n_lshift (b2n_ptr d, b2n_ptr n, unsigned int s)
CHUNK_TYPE *p, *op;
if (!s)
- {
- b2n_set (d, n);
- return;
- }
+ return b2n_set (d, n);
maj = s >> CHUNK_SHIFTS;
min = s & CHUNK_MASK;
- add = (!(bits&CHUNK_MASK) || ((bits&CHUNK_MASK) + min) > CHUNK_MASK) ? 1 : 0;
+ add = (!(bits & CHUNK_MASK) || ((bits & CHUNK_MASK) + min) > CHUNK_MASK)
+ ? 1 : 0;
chunks = n->chunks;
- b2n_resize (d, chunks + maj + add);
+ if (b2n_resize (d, chunks + maj + add))
+ return -1;
memmove (d->limp + maj, n->limp, CHUNK_BYTES * chunks);
if (maj)
memset (d->limp, 0, CHUNK_BYTES * maj);
if (add)
- d->limp[d->chunks-1] = 0;
+ d->limp[d->chunks - 1] = 0;
/* If !min there are no bit shifts, we are done */
if (!min)
- return;
+ return 0;
- op = p = &d->limp[d->chunks-1];
- for (i = d->chunks-2; i >= maj; i--)
+ op = p = &d->limp[d->chunks - 1];
+ for (i = d->chunks - 2; i >= maj; i--)
{
op--;
*p-- = (*p << min) | (*op >> (CHUNK_BITS - min));
@@ -466,33 +461,25 @@ b2n_lshift (b2n_ptr d, b2n_ptr n, unsigned int s)
d->dirty = 0;
d->bits = bits + (maj << CHUNK_SHIFTS) + min;
+ return 0;
}
-/*
- * Right shift, needed for polynomial division.
- */
-
-void
+/* Right shift, needed for polynomial division. */
+int
b2n_rshift (b2n_ptr d, b2n_ptr n, unsigned int s)
{
int maj, min, size = n->chunks, newsize;
b2n_ptr tmp;
if (!s)
- {
- b2n_set (d, n);
- return;
- }
+ return b2n_set (d, n);
maj = s >> CHUNK_SHIFTS;
newsize = size - maj;
if (size < maj)
- {
- b2n_set_null (d);
- return;
- }
+ return b2n_set_null (d);
min = (CHUNK_BITS - (s & CHUNK_MASK)) & CHUNK_MASK;
if (min)
@@ -500,74 +487,78 @@ b2n_rshift (b2n_ptr d, b2n_ptr n, unsigned int s)
if ((b2n_sigbit (n) & CHUNK_MASK) > min)
newsize++;
- b2n_lshift (d, n, min);
+ if (b2n_lshift (d, n, min))
+ return -1;
tmp = d;
}
else
tmp = n;
memmove (d->limp, tmp->limp + maj + (min ? 1 : 0), CHUNK_BYTES * newsize);
- b2n_resize (d, newsize);
+ if (b2n_resize (d, newsize))
+ return -1;
d->bits = tmp->bits - ((maj + (min ? 1 : 0)) << CHUNK_SHIFTS);
+ return 0;
}
-/*
- * Normal polynomial multiplication.
- */
-void
+/* Normal polynomial multiplication. */
+int
b2n_mul (b2n_ptr d, b2n_ptr n, b2n_ptr m)
{
int i, j;
b2n_t tmp, tmp2;
if (!b2n_cmp_null (m) || !b2n_cmp_null (n))
- {
- b2n_set_null (d);
- return;
- }
+ return b2n_set_null (d);
if (b2n_sigbit (m) == 1)
- {
- b2n_set (d, n);
- return;
- }
+ return b2n_set (d, n);
if (b2n_sigbit (n) == 1)
- {
- b2n_set (d, m);
- return;
- }
+ return b2n_set (d, m);
b2n_init (tmp);
b2n_init (tmp2);
- b2n_set (tmp, B2N_MAX (n, m));
- b2n_set (tmp2, B2N_MIN (n, m));
+ if (b2n_set (tmp, B2N_MAX (n, m)))
+ goto fail;
+ if (b2n_set (tmp2, B2N_MIN (n, m)))
+ goto fail;
- b2n_set_null (d);
+ if (b2n_set_null (d))
+ goto fail;
for (i = 0; i < tmp2->chunks; i++)
if (tmp2->limp[i])
for (j = 0; j < CHUNK_BITS; j++)
{
if (tmp2->limp[i] & b2n_mask[j])
- b2n_add (d, d, tmp);
+ if (b2n_add (d, d, tmp))
+ goto fail;
- b2n_lshift (tmp, tmp, 1);
+ if (b2n_lshift (tmp, tmp, 1))
+ goto fail;
}
else
- b2n_lshift (tmp, tmp, CHUNK_BITS);
+ if (b2n_lshift (tmp, tmp, CHUNK_BITS))
+ goto fail;
b2n_clear (tmp);
b2n_clear (tmp2);
+ return 0;
+
+ fail:
+ b2n_clear (tmp);
+ b2n_clear (tmp2);
+ return -1;
}
/*
* Squaring in this polynomial ring is more efficient than normal
* multiplication.
*/
-void
+int
b2n_square (b2n_ptr d, b2n_ptr n)
{
int i, j, maj, min, bits, chunk;
@@ -578,7 +569,8 @@ b2n_square (b2n_ptr d, b2n_ptr n)
maj = (maj + CHUNK_MASK) >> CHUNK_SHIFTS;
b2n_init (t);
- b2n_resize (t, 2 * maj + ((CHUNK_MASK + 2 * min) >> CHUNK_SHIFTS));
+ if (b2n_resize (t, 2 * maj + ((CHUNK_MASK + 2 * min) >> CHUNK_SHIFTS)))
+ return -1;
chunk = 0;
bits = 0;
@@ -603,33 +595,38 @@ b2n_square (b2n_ptr d, b2n_ptr n)
t->dirty = 1;
B2N_SWAP (d, t);
b2n_clear (t);
+ return 0;
}
/*
* Normal polynomial division.
* These functions are far from optimal in speed.
*/
-void
+int
b2n_div_q (b2n_ptr d, b2n_ptr n, b2n_ptr m)
{
b2n_t r;
+ int rv;
b2n_init (r);
- b2n_div (d, r, n, m);
+ rv = b2n_div (d, r, n, m);
b2n_clear (r);
+ return rv;
}
-void
+int
b2n_div_r (b2n_ptr r, b2n_ptr n, b2n_ptr m)
{
b2n_t q;
+ int rv;
b2n_init (q);
- b2n_div (q, r, n, m);
+ rv = b2n_div (q, r, n, m);
b2n_clear (q);
+ return rv;
}
-void
+int
b2n_div (b2n_ptr q, b2n_ptr r, b2n_ptr n, b2n_ptr m)
{
int sn, sm, i, j, len, bits;
@@ -638,20 +635,20 @@ b2n_div (b2n_ptr q, b2n_ptr r, b2n_ptr n, b2n_ptr m)
/* If Teiler > Zaehler, the result is 0 */
if ((sm = b2n_sigbit (m)) > (sn = b2n_sigbit (n)))
{
- b2n_set_null (q);
- b2n_set (r, n);
- return;
+ if (b2n_set_null (q))
+ return -1;
+ return b2n_set (r, n);
}
if (sm == 0)
/* Division by Zero */
- return;
+ return -1;
else if (sm == 1)
{
/* Division by the One-Element */
- b2n_set (q, n);
- b2n_set_null (r);
- return;
+ if (b2n_set (q, n))
+ return -1;
+ return b2n_set_null (r);
}
b2n_init (nenn);
@@ -659,16 +656,23 @@ b2n_div (b2n_ptr q, b2n_ptr r, b2n_ptr n, b2n_ptr m)
b2n_init (shift);
b2n_init (mask);
- b2n_set (nenn, n);
- b2n_set (div, m);
- b2n_set (shift, m);
- b2n_set_ui (mask, 1);
-
- b2n_resize (q, (sn - sm + CHUNK_MASK) >> CHUNK_SHIFTS);
+ if (b2n_set (nenn, n))
+ goto fail;
+ if (b2n_set (div, m))
+ goto fail;
+ if (b2n_set (shift, m))
+ goto fail;
+ if (b2n_set_ui (mask, 1))
+ goto fail;
+
+ if (b2n_resize (q, (sn - sm + CHUNK_MASK) >> CHUNK_SHIFTS))
+ goto fail;
memset (q->limp, 0, CHUNK_BYTES * q->chunks);
- b2n_lshift (shift, shift, sn - sm);
- b2n_lshift (mask, mask, sn - sm);
+ if (b2n_lshift (shift, shift, sn - sm))
+ goto fail;
+ if (b2n_lshift (mask, mask, sn - sm))
+ goto fail;
/* Number of significant octets */
len = (sn - 1) >> CHUNK_SHIFTS;
@@ -680,11 +684,15 @@ b2n_div (b2n_ptr q, b2n_ptr r, b2n_ptr n, b2n_ptr m)
{
if (nenn->limp[i] & b2n_mask[j])
{
- b2n_sub (nenn, nenn, shift);
- b2n_add (q, q, mask);
+ if (b2n_sub (nenn, nenn, shift))
+ goto fail;
+ if (b2n_add (q, q, mask))
+ goto fail;
}
- b2n_rshift (shift, shift, 1);
- b2n_rshift (mask, mask, 1);
+ if (b2n_rshift (shift, shift, 1))
+ goto fail;
+ if (b2n_rshift (mask, mask, 1))
+ goto fail;
}
B2N_SWAP (r, nenn);
@@ -693,41 +701,54 @@ b2n_div (b2n_ptr q, b2n_ptr r, b2n_ptr n, b2n_ptr m)
b2n_clear (div);
b2n_clear (shift);
b2n_clear (mask);
+ return 0;
+
+fail:
+ b2n_clear (nenn);
+ b2n_clear (div);
+ b2n_clear (shift);
+ b2n_clear (mask);
+ return -1;
}
-/*
- * Functions for Operation on GF(2**n) ~= GF(2)[x]/p(x).
- */
-void
+/* Functions for Operation on GF(2**n) ~= GF(2)[x]/p(x). */
+int
b2n_mod (b2n_ptr m, b2n_ptr n, b2n_ptr p)
{
int bits, size;
- b2n_div_r (m, n, p);
+
+ if (b2n_div_r (m, n, p))
+ return -1;
bits = b2n_sigbit (m);
size = ((CHUNK_MASK + bits) >> CHUNK_SHIFTS);
if (size == 0)
size = 1;
if (m->chunks > size)
- b2n_resize (m, size);
+ if (b2n_resize (m, size))
+ return -1;
m->bits = bits;
m->dirty = 0;
+ return 0;
}
-void
+int
b2n_gcd (b2n_ptr e, b2n_ptr go, b2n_ptr ho)
{
b2n_t g, h;
b2n_init (g);
- b2n_set (g, go);
b2n_init (h);
- b2n_set (h, ho);
+ if (b2n_set (g, go))
+ goto fail;
+ if (b2n_set (h, ho))
+ goto fail;
while (b2n_cmp_null (h))
{
- b2n_mod (g, g, h);
+ if (b2n_mod (g, g, h))
+ goto fail;
B2N_SWAP (g, h);
}
@@ -735,32 +756,42 @@ b2n_gcd (b2n_ptr e, b2n_ptr go, b2n_ptr ho)
b2n_clear (g);
b2n_clear (h);
+ return 0;
+
+fail:
+ b2n_clear (g);
+ b2n_clear (h);
+ return -1;
}
-void
+int
b2n_mul_inv (b2n_ptr ga, b2n_ptr be, b2n_ptr p)
{
b2n_t a;
b2n_init (a);
- b2n_set_ui (a, 1);
+ if (b2n_set_ui (a, 1))
+ goto fail;
- b2n_div_mod (ga, a, be, p);
+ if (b2n_div_mod (ga, a, be, p))
+ goto fail;
b2n_clear (a);
+ return 0;
+
+ fail:
+ b2n_clear (a);
+ return -1;
}
-void
+int
b2n_div_mod (b2n_ptr ga, b2n_ptr a, b2n_ptr be, b2n_ptr p)
{
b2n_t s0, s1, s2, q, r0, r1;
/* There is no multiplicative inverse to Null. */
- if (!b2n_cmp_null(be))
- {
- b2n_set_null (ga);
- return;
- }
+ if (!b2n_cmp_null (be))
+ return b2n_set_null (ga);
b2n_init (s0);
b2n_init (s1);
@@ -769,20 +800,28 @@ b2n_div_mod (b2n_ptr ga, b2n_ptr a, b2n_ptr be, b2n_ptr p)
b2n_init (r1);
b2n_init (q);
- b2n_set (r0, p);
- b2n_set (r1, be);
+ if (b2n_set (r0, p))
+ goto fail;
+ if (b2n_set (r1, be))
+ goto fail;
- b2n_set_null (s0);
- b2n_set (s1, a);
+ if (b2n_set_null (s0))
+ goto fail;
+ if (b2n_set (s1, a))
+ goto fail;
while (b2n_cmp_null (r1))
{
- b2n_div(q, r0, r0, r1);
+ if (b2n_div (q, r0, r0, r1))
+ goto fail;
B2N_SWAP (r0, r1);
- b2n_mul (s2, q, s1);
- b2n_mod (s2, s2, p);
- b2n_sub (s2, s0, s2);
+ if (b2n_mul (s2, q, s1))
+ goto fail;
+ if (b2n_mod (s2, s2, p))
+ goto fail;
+ if (b2n_sub (s2, s0, s2))
+ goto fail;
B2N_SWAP (s0, s1);
B2N_SWAP (s1, s2);
@@ -795,6 +834,16 @@ b2n_div_mod (b2n_ptr ga, b2n_ptr a, b2n_ptr be, b2n_ptr p)
b2n_clear (r0);
b2n_clear (r1);
b2n_clear (q);
+ return 0;
+
+fail:
+ b2n_clear (s0);
+ b2n_clear (s1);
+ b2n_clear (s2);
+ b2n_clear (r0);
+ b2n_clear (r1);
+ b2n_clear (q);
+ return -1;
}
/*
@@ -803,100 +852,129 @@ b2n_div_mod (b2n_ptr ga, b2n_ptr a, b2n_ptr be, b2n_ptr p)
* 2 - 2*Trace.
* If z is a square root, z + 1 is the other.
*/
-void
+int
b2n_trace (b2n_ptr ho, b2n_ptr a, b2n_ptr p)
{
int i, m = b2n_sigbit (p) - 1;
b2n_t h;
b2n_init (h);
- b2n_set (h, a);
+ if (b2n_set (h, a))
+ goto fail;
for (i = 0; i < m - 1; i++)
{
- b2n_square (h, h);
- b2n_mod (h, h, p);
+ if (b2n_square (h, h))
+ goto fail;
+ if (b2n_mod (h, h, p))
+ goto fail;
- b2n_add (h, h, a);
+ if (b2n_add (h, h, a))
+ goto fail;
}
B2N_SWAP (ho, h);
b2n_clear (h);
+ return 0;
+
+ fail:
+ b2n_clear (h);
+ return -1;
}
/*
* The halftrace yields the square root if the degree of the
* irreduceable polynomial is odd.
*/
-void
+int
b2n_halftrace (b2n_ptr ho, b2n_ptr a, b2n_ptr p)
{
int i, m = b2n_sigbit (p) - 1;
b2n_t h;
b2n_init (h);
- b2n_set (h, a);
+ if (b2n_set (h, a))
+ goto fail;
for (i = 0; i < (m - 1) / 2; i++)
{
- b2n_square (h, h);
- b2n_mod (h, h, p);
- b2n_square (h, h);
- b2n_mod (h, h, p);
-
- b2n_add (h, h, a);
+ if (b2n_square (h, h))
+ goto fail;
+ if (b2n_mod (h, h, p))
+ goto fail;
+ if (b2n_square (h, h))
+ goto fail;
+ if (b2n_mod (h, h, p))
+ goto fail;
+
+ if (b2n_add (h, h, a))
+ goto fail;
}
B2N_SWAP (ho, h);
b2n_clear (h);
+ return 0;
+
+ fail:
+ b2n_clear (h);
+ return -1;
}
/*
* Solving the equation: y**2 + y = b in GF(2**m) where ip is the
* irreduceable polynomial. If m is odd, use the half trace.
*/
-void
+int
b2n_sqrt (b2n_ptr zo, b2n_ptr b, b2n_ptr ip)
{
int i, m = b2n_sigbit (ip) - 1;
b2n_t w, p, temp, z;
if (!b2n_cmp_null (b))
- {
- b2n_set_null (z);
- return;
- }
+ return b2n_set_null (z);
if (m & 1)
- {
- b2n_halftrace (zo, b, ip);
- return;
- }
+ return b2n_halftrace (zo, b, ip);
b2n_init (z);
b2n_init (w);
b2n_init (p);
b2n_init (temp);
- do {
- b2n_random (p, m);
- b2n_set_null (z);
- b2n_set (w, p);
- for (i = 1; i < m; i++)
- {
- b2n_square (z, z); /* z**2 */
- b2n_mod (z, z, ip);
- b2n_square (w, w); /* w**2 */
- b2n_mod (w, w, ip);
-
- b2n_mul (temp, w, b); /* w**2 * b */
- b2n_mod (temp, temp, ip);
- b2n_add (z, z, temp); /* z**2 + w**2 + b */
-
- b2n_add (w, w, p); /* w**2 + p */
- }
- } while (!b2n_cmp_null (w));
+ do
+ {
+ if (b2n_random (p, m))
+ goto fail;
+ if (b2n_set_null (z))
+ goto fail;
+ if (b2n_set (w, p))
+ goto fail;
+
+ for (i = 1; i < m; i++)
+ {
+ if (b2n_square (z, z)) /* z**2 */
+ goto fail;
+ if (b2n_mod (z, z, ip))
+ goto fail;
+
+ if (b2n_square (w, w)) /* w**2 */
+ goto fail;
+ if (b2n_mod (w, w, ip))
+ goto fail;
+
+ if (b2n_mul (temp, w, b)) /* w**2 * b */
+ goto fail;
+ if (b2n_mod (temp, temp, ip))
+ goto fail;
+ if (b2n_add (z, z, temp)) /* z**2 + w**2 + b */
+ goto fail;
+
+ if (b2n_add (w, w, p)) /* w**2 + p */
+ goto fail;
+ }
+ }
+ while (!b2n_cmp_null (w));
B2N_SWAP (zo, z);
@@ -904,36 +982,55 @@ b2n_sqrt (b2n_ptr zo, b2n_ptr b, b2n_ptr ip)
b2n_clear (p);
b2n_clear (temp);
b2n_clear (z);
+ return 0;
+
+ fail:
+ b2n_clear (w);
+ b2n_clear (p);
+ b2n_clear (temp);
+ b2n_clear (z);
+ return -1;
}
-/*
- * Exponentiation modulo a polynomial.
- */
-void
+/* Exponentiation modulo a polynomial. */
+int
b2n_exp_mod (b2n_ptr d, b2n_ptr b0, u_int32_t e, b2n_ptr p)
{
b2n_t u, b;
b2n_init (u);
- b2n_set_ui (u, 1);
b2n_init (b);
- b2n_mod (b, b0, p);
+ if (b2n_set_ui (u, 1))
+ goto fail;
+ if (b2n_mod (b, b0, p))
+ goto fail;
while (e)
{
if (e & 1)
{
- b2n_mul (u, u, b);
- b2n_mod (u, u, p);
+ if (b2n_mul (u, u, b))
+ goto fail;
+ if (b2n_mod (u, u, p))
+ goto fail;
}
- b2n_square (b, b);
- b2n_mod (b, b, p);
+ if (b2n_square (b, b))
+ goto fail;
+ if (b2n_mod (b, b, p))
+ goto fail;
e >>= 1;
}
B2N_SWAP (d, u);
+
b2n_clear (u);
b2n_clear (b);
+ return 0;
+
+ fail:
+ b2n_clear (u);
+ b2n_clear (b);
+ return -1;
}
/*
@@ -942,10 +1039,8 @@ b2n_exp_mod (b2n_ptr d, b2n_ptr b0, u_int32_t e, b2n_ptr p)
* Multiplies a normal number by 3.
*/
-/*
- * Normal addition behaves as Z_{2**n} and not F_{2**n}.
- */
-void
+/* Normal addition behaves as Z_{2**n} and not F_{2**n}. */
+int
b2n_nadd (b2n_ptr d0, b2n_ptr a0, b2n_ptr b0)
{
int i, carry;
@@ -953,22 +1048,20 @@ b2n_nadd (b2n_ptr d0, b2n_ptr a0, b2n_ptr b0)
b2n_t d;
if (!b2n_cmp_null (a0))
- {
- b2n_set (d0, b0);
- return;
- }
+ return b2n_set (d0, b0);
if (!b2n_cmp_null (b0))
- {
- b2n_set (d0, a0);
- return;
- }
+ return b2n_set (d0, a0);
b2n_init (d);
a = B2N_MAX (a0, b0);
b = B2N_MIN (a0, b0);
- b2n_resize (d, a->chunks + 1);
+ if (b2n_resize (d, a->chunks + 1))
+ {
+ b2n_clear (d);
+ return -1;
+ }
for (carry = i = 0; i < b->chunks; i++)
{
@@ -989,25 +1082,25 @@ b2n_nadd (b2n_ptr d0, b2n_ptr a0, b2n_ptr b0)
B2N_SWAP (d0, d);
b2n_clear (d);
+ return 0;
}
-/*
- * Very special sub, a > b.
- */
-void
+/* Very special sub, a > b. */
+int
b2n_nsub (b2n_ptr d0, b2n_ptr a, b2n_ptr b)
{
int i, carry;
b2n_t d;
if (b2n_cmp (a, b) <= 0)
- {
- b2n_set_null (d0);
- return;
- }
+ return b2n_set_null (d0);
b2n_init (d);
- b2n_resize (d, a->chunks);
+ if (b2n_resize (d, a->chunks))
+ {
+ b2n_clear (d);
+ return -1;
+ }
for (carry = i = 0; i < b->chunks; i++)
{
@@ -1029,17 +1122,25 @@ b2n_nsub (b2n_ptr d0, b2n_ptr a, b2n_ptr b)
B2N_SWAP (d0, d);
b2n_clear (d);
+ return 0;
}
-void
+int
b2n_3mul (b2n_ptr d0, b2n_ptr e)
{
b2n_t d;
b2n_init (d);
- b2n_lshift (d, e, 1);
+ if (b2n_lshift (d, e, 1))
+ goto fail;
- b2n_nadd (d0, d, e);
+ if (b2n_nadd (d0, d, e))
+ goto fail;
+
+ b2n_clear (d);
+ return 0;
+ fail:
b2n_clear (d);
+ return -1;
}