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ed25519-donna.h File Reference
#include <stdlib.h>
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Functions

void ed25519_publickey (const ed25519_secret_key sk, ed25519_public_key pk)
int ed25519_sign_open (const unsigned char *m, size_t mlen, const ed25519_public_key pk, const ed25519_signature RS)
void ed25519_sign (const unsigned char *m, size_t mlen, const ed25519_secret_key sk, const ed25519_public_key pk, ed25519_signature RS)
int ed25519_sign_open_batch (const unsigned char **m, size_t *mlen, const unsigned char **pk, const unsigned char **RS, size_t num, int *valid)
void ed25519_randombytes_unsafe (void *out, size_t count)
void curved25519_scalarmult_basepoint (curved25519_key pk, const curved25519_key e)

Function Documentation

◆ curved25519_scalarmult_basepoint()

void curved25519_scalarmult_basepoint ( curved25519_key pk,
const curved25519_key e )

◆ ed25519_publickey()

void ed25519_publickey ( const ed25519_secret_key sk,
ed25519_public_key pk )

◆ ed25519_randombytes_unsafe()

void ed25519_randombytes_unsafe ( void * out,
size_t count )

Definition at line 86 of file ed25519-randombytes.h.

86 {
87
88 RAND_bytes(p, (int) len);
89
90}
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◆ ed25519_sign()

void ed25519_sign ( const unsigned char * m,
size_t mlen,
const ed25519_secret_key sk,
const ed25519_public_key pk,
ed25519_signature RS )

◆ ed25519_sign_open()

int ed25519_sign_open ( const unsigned char * m,
size_t mlen,
const ed25519_public_key pk,
const ed25519_signature RS )

◆ ed25519_sign_open_batch()

int ed25519_sign_open_batch ( const unsigned char ** m,
size_t * mlen,
const unsigned char ** pk,
const unsigned char ** RS,
size_t num,
int * valid )

Definition at line 205 of file ed25519-donna-batchverify.h.

205 {
206 batch_heap ALIGN(16) batch;
207 ge25519 ALIGN(16) p;
208 bignum256modm *r_scalars;
209 size_t i, batchsize;
210 unsigned char hram[64];
211 int ret = 0;
212
213 for (i = 0; i < num; i++)
214 valid[i] = 1;
215
216 while (num > 3) {
217 batchsize = (num > max_batch_size) ? max_batch_size : num;
218
219 /* generate r (scalars[batchsize+1]..scalars[2*batchsize] */
220 ED25519_FN(ed25519_randombytes_unsafe) (batch.r, batchsize * 16);
221 r_scalars = &batch.scalars[batchsize + 1];
222 for (i = 0; i < batchsize; i++)
223 expand256_modm(r_scalars[i], batch.r[i], 16);
224
225 /* compute scalars[0] = ((r1s1 + r2s2 + ...)) */
226 for (i = 0; i < batchsize; i++) {
227 expand256_modm(batch.scalars[i], RS[i] + 32, 32);
228 mul256_modm(batch.scalars[i], batch.scalars[i], r_scalars[i]);
229 }
230 for (i = 1; i < batchsize; i++)
231 add256_modm(batch.scalars[0], batch.scalars[0], batch.scalars[i]);
232
233 /* compute scalars[1]..scalars[batchsize] as r[i]*H(R[i],A[i],m[i]) */
234 for (i = 0; i < batchsize; i++) {
235 ed25519_hram(hram, RS[i], pk[i], m[i], mlen[i]);
236 expand256_modm(batch.scalars[i+1], hram, 64);
237 mul256_modm(batch.scalars[i+1], batch.scalars[i+1], r_scalars[i]);
238 }
239
240 /* compute points */
241 batch.points[0] = ge25519_basepoint;
242 for (i = 0; i < batchsize; i++)
243 if (!ge25519_unpack_negative_vartime(&batch.points[i+1], pk[i]))
244 goto fallback;
245 for (i = 0; i < batchsize; i++)
246 if (!ge25519_unpack_negative_vartime(&batch.points[batchsize+i+1], RS[i]))
247 goto fallback;
248
249 ge25519_multi_scalarmult_vartime(&p, &batch, (batchsize * 2) + 1);
250 if (!ge25519_is_neutral_vartime(&p)) {
251 ret |= 2;
252
253 fallback:
254 for (i = 0; i < batchsize; i++) {
255 valid[i] = ED25519_FN(ed25519_sign_open) (m[i], mlen[i], pk[i], RS[i]) ? 0 : 1;
256 ret |= (valid[i] ^ 1);
257 }
258 }
259
260 m += batchsize;
261 mlen += batchsize;
262 pk += batchsize;
263 RS += batchsize;
264 num -= batchsize;
265 valid += batchsize;
266 }
267
268 for (i = 0; i < num; i++) {
269 valid[i] = ED25519_FN(ed25519_sign_open) (m[i], mlen[i], pk[i], RS[i]) ? 0 : 1;
270 ret |= (valid[i] ^ 1);
271 }
272
273 return ret;
274}
struct batch_heap_t batch_heap
#define max_batch_size
#define ALIGN(x)
struct ge25519_t ge25519
void ED25519_FN ed25519_randombytes_unsafe(void *p, size_t len)
int ed25519_sign_open(const unsigned char *m, size_t mlen, const ed25519_public_key pk, const ed25519_signature RS)
bignum256modm_element_t bignum256modm[9]
for(i=1;i< 1;++i) fe_sq(t0
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