/* Convert POINT into affine coordinates using the context CTX and
return a newly allocated MPI. If the conversion is not possible
NULL is returned. This function won't print an error message. */
gcry_mpi_t
_gcry_mpi_ec_ec2os (gcry_mpi_point_t point, mpi_ec_t ectx)
{
gcry_mpi_t g_x, g_y, result;
g_x = mpi_new (0);
g_y = mpi_new (0);
if (_gcry_mpi_ec_get_affine (g_x, g_y, point, ectx))
result = NULL;
else
result = _gcry_ecc_ec2os (g_x, g_y, ectx->p);
mpi_free (g_x);
mpi_free (g_y);
return result;
}
/* Return the parameters of the curve NAME as an S-expression. */
gcry_sexp_t
_gcry_ecc_get_param_sexp (const char *name)
{
unsigned int nbits;
elliptic_curve_t E;
mpi_ec_t ctx;
gcry_mpi_t g_x, g_y;
gcry_mpi_t pkey[7];
gcry_sexp_t result;
int i;
memset (&E, 0, sizeof E);
if (_gcry_ecc_fill_in_curve (0, name, &E, &nbits))
return NULL;
g_x = mpi_new (0);
g_y = mpi_new (0);
ctx = _gcry_mpi_ec_p_internal_new (MPI_EC_WEIERSTRASS,
ECC_DIALECT_STANDARD,
0,
E.p, E.a, NULL);
if (_gcry_mpi_ec_get_affine (g_x, g_y, &E.G, ctx))
log_fatal ("ecc get param: Failed to get affine coordinates\n");
_gcry_mpi_ec_free (ctx);
_gcry_mpi_point_free_parts (&E.G);
pkey[0] = E.p;
pkey[1] = E.a;
pkey[2] = E.b;
pkey[3] = _gcry_ecc_ec2os (g_x, g_y, E.p);
pkey[4] = E.n;
pkey[5] = E.h;
pkey[6] = NULL;
mpi_free (g_x);
mpi_free (g_y);
if (sexp_build (&result, NULL,
"(public-key(ecc(p%m)(a%m)(b%m)(g%m)(n%m)(h%m)))",
pkey[0], pkey[1], pkey[2], pkey[3], pkey[4], pkey[5]))
result = NULL;
for (i=0; pkey[i]; i++)
_gcry_mpi_release (pkey[i]);
return result;
}
