Merge branch 'asn_bug22006_final_squashed'

This commit is contained in:
Nick Mathewson 2017-06-27 17:19:08 -04:00
commit 7fff6cfead
10 changed files with 239 additions and 2 deletions

4
changes/bug22006 Normal file
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@ -0,0 +1,4 @@
o Minor features (ed25519):
- Add validation function that checks for torsion components in ed25119
public keys. Currently unused but will be used by prop224 client-side
code. Addresses ticket #22006. Math help by Ian Goldberg.

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@ -28,6 +28,7 @@
#include "crypto_format.h" #include "crypto_format.h"
#include "torlog.h" #include "torlog.h"
#include "util.h" #include "util.h"
#include "util_format.h"
#include "ed25519/ref10/ed25519_ref10.h" #include "ed25519/ref10/ed25519_ref10.h"
#include "ed25519/donna/ed25519_donna_tor.h" #include "ed25519/donna/ed25519_donna_tor.h"
@ -57,6 +58,9 @@ typedef struct {
int (*pubkey_from_curve25519_pubkey)(unsigned char *, const unsigned char *, int (*pubkey_from_curve25519_pubkey)(unsigned char *, const unsigned char *,
int); int);
int (*ed25519_scalarmult_with_group_order)(unsigned char *,
const unsigned char *);
} ed25519_impl_t; } ed25519_impl_t;
/** The Ref10 Ed25519 implementation. This one is pure C and lightly /** The Ref10 Ed25519 implementation. This one is pure C and lightly
@ -77,6 +81,7 @@ static const ed25519_impl_t impl_ref10 = {
ed25519_ref10_blind_public_key, ed25519_ref10_blind_public_key,
ed25519_ref10_pubkey_from_curve25519_pubkey, ed25519_ref10_pubkey_from_curve25519_pubkey,
ed25519_ref10_scalarmult_with_group_order,
}; };
/** The Ref10 Ed25519 implementation. This one is heavily optimized, but still /** The Ref10 Ed25519 implementation. This one is heavily optimized, but still
@ -97,6 +102,7 @@ static const ed25519_impl_t impl_donna = {
ed25519_donna_blind_public_key, ed25519_donna_blind_public_key,
ed25519_donna_pubkey_from_curve25519_pubkey, ed25519_donna_pubkey_from_curve25519_pubkey,
ed25519_donna_scalarmult_with_group_order,
}; };
/** Which Ed25519 implementation are we using? NULL if we haven't decided /** Which Ed25519 implementation are we using? NULL if we haven't decided
@ -754,3 +760,47 @@ ed25519_init(void)
pick_ed25519_impl(); pick_ed25519_impl();
} }
/* Return true if <b>point</b> is the identity element of the ed25519 group. */
static int
ed25519_point_is_identity_element(const uint8_t *point)
{
/* The identity element in ed25159 is the point with coordinates (0,1). */
static const uint8_t ed25519_identity[32] = {
0x01, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00,
0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00,
0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00,
0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00, 0x00 };
tor_assert(sizeof(ed25519_identity) == ED25519_PUBKEY_LEN);
return tor_memeq(point, ed25519_identity, sizeof(ed25519_identity));
}
/** Validate <b>pubkey</b> to ensure that it has no torsion component.
* Return 0 if <b>pubkey</b> is valid, else return -1. */
int
ed25519_validate_pubkey(const ed25519_public_key_t *pubkey)
{
uint8_t result[32] = {9};
/* First check that we were not given the identity element */
if (ed25519_point_is_identity_element(pubkey->pubkey)) {
log_warn(LD_CRYPTO, "ed25519 pubkey is the identity\n");
return -1;
}
/* For any point on the curve, doing l*point should give the identity element
* (where l is the group order). Do the computation and check that the
* identity element is returned. */
if (get_ed_impl()->ed25519_scalarmult_with_group_order(result,
pubkey->pubkey) < 0) {
log_warn(LD_CRYPTO, "ed25519 group order scalarmult failed\n");
return -1;
}
if (!ed25519_point_is_identity_element(result)) {
log_warn(LD_CRYPTO, "ed25519 validation failed\n");
return -1;
}
return 0;
}

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@ -127,6 +127,8 @@ void ed25519_pubkey_copy(ed25519_public_key_t *dest,
void ed25519_set_impl_params(int use_donna); void ed25519_set_impl_params(int use_donna);
void ed25519_init(void); void ed25519_init(void);
int ed25519_validate_pubkey(const ed25519_public_key_t *pubkey);
#ifdef TOR_UNIT_TESTS #ifdef TOR_UNIT_TESTS
void crypto_ed25519_testing_force_impl(const char *name); void crypto_ed25519_testing_force_impl(const char *name);
void crypto_ed25519_testing_restore_impl(void); void crypto_ed25519_testing_restore_impl(void);

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@ -30,4 +30,9 @@ int ed25519_donna_blind_public_key(unsigned char *out, const unsigned char *inp,
int ed25519_donna_pubkey_from_curve25519_pubkey(unsigned char *out, int ed25519_donna_pubkey_from_curve25519_pubkey(unsigned char *out,
const unsigned char *inp, int signbit); const unsigned char *inp, int signbit);
int
ed25519_donna_scalarmult_with_group_order(unsigned char *out,
const unsigned char *pubkey);
#endif #endif

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@ -340,5 +340,32 @@ ed25519_donna_pubkey_from_curve25519_pubkey(unsigned char *out,
return 0; return 0;
} }
/* Do the scalar multiplication of <b>pubkey</b> with the group order
* <b>modm_m</b>. Place the result in <b>out</b> which must be at least 32
* bytes long. */
int
ed25519_donna_scalarmult_with_group_order(unsigned char *out,
const unsigned char *pubkey)
{
static const bignum256modm ALIGN(16) zero = { 0 };
unsigned char pkcopy[32];
ge25519 ALIGN(16) Point, Result;
/* No "ge25519_unpack", negate the public key and unpack it back.
* See ed25519_donna_blind_public_key() */
memcpy(pkcopy, pubkey, 32);
pkcopy[31] ^= (1<<7);
if (!ge25519_unpack_negative_vartime(&Point, pkcopy)) {
return -1; /* error: bail out */
}
/* There is no regular scalarmult function so we have to do:
* Result = l*P + 0*B */
ge25519_double_scalarmult_vartime(&Result, &Point, modm_m, zero);
ge25519_pack(out, &Result);
return 0;
}
#include "test-internals.c" #include "test-internals.c"

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@ -74,3 +74,40 @@ int ed25519_ref10_blind_public_key(unsigned char *out,
return 0; return 0;
} }
/* This is the group order encoded in a format that
* ge_double_scalarmult_vartime() understands. The group order m is:
* m = 2^252 + 27742317777372353535851937790883648493 =
* 0x1000000000000000000000000000000014def9dea2f79cd65812631a5cf5d3ed
*/
static const uint8_t modm_m[32] = {0xed,0xd3,0xf5,0x5c,0x1a,0x63,0x12,0x58,
0xd6,0x9c,0xf7,0xa2,0xde,0xf9,0xde,0x14,
0x00,0x00,0x00,0x00,0x00,0x00,0x00,0x00,
0x00,0x00,0x00,0x00,0x00,0x00,0x00,0x10};
/* Do the scalar multiplication of <b>pubkey</b> with the group order
* <b>modm_m</b>. Place the result in <b>out</b> which must be at least 32
* bytes long. */
int
ed25519_ref10_scalarmult_with_group_order(unsigned char *out,
const unsigned char *pubkey)
{
unsigned char pkcopy[32];
unsigned char zero[32] = {0};
ge_p3 Point;
ge_p2 Result;
/* All this is done to fit 'pubkey' in 'Point' so that it can be used by
* ed25519 ref code. Same thing as in blinding function */
memcpy(pkcopy, pubkey, 32);
pkcopy[31] ^= (1<<7);
if (ge_frombytes_negate_vartime(&Point, pkcopy) != 0) {
return -1; /* error: bail out */
}
/* There isn't a regular scalarmult -- we have to do r = l*P + 0*B */
ge_double_scalarmult_vartime(&Result, modm_m, &Point, zero);
ge_tobytes(out, &Result);
return 0;
}

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@ -27,4 +27,8 @@ int ed25519_ref10_blind_public_key(unsigned char *out,
const unsigned char *inp, const unsigned char *inp,
const unsigned char *param); const unsigned char *param);
int
ed25519_ref10_scalarmult_with_group_order(unsigned char *out,
const unsigned char *pubkey);
#endif #endif

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@ -703,10 +703,22 @@ dirserv_add_descriptor(routerinfo_t *ri, const char **msg, const char *source)
/* Do keypinning again ... this time, to add the pin if appropriate */ /* Do keypinning again ... this time, to add the pin if appropriate */
int keypin_status; int keypin_status;
if (ri->cache_info.signing_key_cert) { if (ri->cache_info.signing_key_cert) {
ed25519_public_key_t *pkey = &ri->cache_info.signing_key_cert->signing_key;
/* First let's validate this pubkey before pinning it */
if (ed25519_validate_pubkey(pkey) < 0) {
log_warn(LD_DIRSERV, "Received bad key from %s (source %s)",
router_describe(ri), source);
control_event_or_authdir_new_descriptor("REJECTED",
ri->cache_info.signed_descriptor_body,
desclen, *msg);
routerinfo_free(ri);
return ROUTER_AUTHDIR_REJECTS;
}
/* Now pin it! */
keypin_status = keypin_check_and_add( keypin_status = keypin_check_and_add(
(const uint8_t*)ri->cache_info.identity_digest, (const uint8_t*)ri->cache_info.identity_digest,
ri->cache_info.signing_key_cert->signing_key.pubkey, pkey->pubkey, ! key_pinning);
! key_pinning);
} else { } else {
keypin_status = keypin_check_lone_rsa( keypin_status = keypin_check_lone_rsa(
(const uint8_t*)ri->cache_info.identity_digest); (const uint8_t*)ri->cache_info.identity_digest);

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@ -69,6 +69,11 @@ def signatureWithESK(m,h,pk):
def newSK(): def newSK():
return os.urandom(32) return os.urandom(32)
def random_scalar(entropy_f): # 0..L-1 inclusive
# reduce the bias to a safe level by generating 256 extra bits
oversized = int(binascii.hexlify(entropy_f(32+32)), 16)
return oversized % ell
# ------------------------------------------------------------ # ------------------------------------------------------------
MSG = "This is extremely silly. But it is also incredibly serious business!" MSG = "This is extremely silly. But it is also incredibly serious business!"
@ -126,6 +131,31 @@ class SelfTest(unittest.TestCase):
self._testSignatures(besk, bpk) self._testSignatures(besk, bpk)
def testIdentity(self):
# Base point:
# B is the unique point (x, 4/5) \in E for which x is positive
By = 4 * inv(5)
Bx = xrecover(By)
B = [Bx % q,By % q]
# Get identity E by doing: E = l*B, where l is the group order
identity = scalarmult(B, ell)
# Get identity E by doing: E = l*A, where A is a random point
sk = newSK()
pk = decodepoint(publickey(sk))
identity2 = scalarmult(pk, ell)
# Check that identities match
assert(identity == identity2)
# Check that identity is the point (0,1)
assert(identity == [0L,1L])
# Check identity element: a*E = E, where a is a random scalar
scalar = random_scalar(os.urandom)
result = scalarmult(identity, scalar)
assert(result == identity == identity2)
# ------------------------------------------------------------ # ------------------------------------------------------------
# From pprint.pprint([ binascii.b2a_hex(os.urandom(32)) for _ in xrange(8) ]) # From pprint.pprint([ binascii.b2a_hex(os.urandom(32)) for _ in xrange(8) ])

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@ -2170,6 +2170,9 @@ test_crypto_ed25519_simple(void *arg)
tt_int_op(0, OP_EQ, ed25519_public_key_generate(&pub1, &sec1)); tt_int_op(0, OP_EQ, ed25519_public_key_generate(&pub1, &sec1));
tt_int_op(0, OP_EQ, ed25519_public_key_generate(&pub2, &sec1)); tt_int_op(0, OP_EQ, ed25519_public_key_generate(&pub2, &sec1));
tt_int_op(ed25519_validate_pubkey(&pub1), OP_EQ, 0);
tt_int_op(ed25519_validate_pubkey(&pub2), OP_EQ, 0);
tt_mem_op(pub1.pubkey, OP_EQ, pub2.pubkey, sizeof(pub1.pubkey)); tt_mem_op(pub1.pubkey, OP_EQ, pub2.pubkey, sizeof(pub1.pubkey));
tt_assert(ed25519_pubkey_eq(&pub1, &pub2)); tt_assert(ed25519_pubkey_eq(&pub1, &pub2));
tt_assert(ed25519_pubkey_eq(&pub1, &pub1)); tt_assert(ed25519_pubkey_eq(&pub1, &pub1));
@ -2832,6 +2835,68 @@ crypto_rand_check_failure_mode_predict(void)
#undef FAILURE_MODE_BUFFER_SIZE #undef FAILURE_MODE_BUFFER_SIZE
/** Test that our ed25519 validation function rejects evil public keys and
* accepts good ones. */
static void
test_crypto_ed25519_validation(void *arg)
{
(void) arg;
int retval;
ed25519_public_key_t pub1;
/* See https://lists.torproject.org/pipermail/tor-dev/2017-April/012230.html
for a list of points with torsion components in ed25519. */
{ /* Point with torsion component (order 8l) */
const char badkey[] =
"300ef2e64e588e1df55b48e4da0416ffb64cc85d5b00af6463d5cc6c2b1c185e";
retval = base16_decode((char*)pub1.pubkey, sizeof(pub1.pubkey),
badkey, strlen(badkey));
tt_int_op(retval, OP_EQ, sizeof(pub1.pubkey));
tt_int_op(ed25519_validate_pubkey(&pub1), OP_EQ, -1);
}
{ /* Point with torsion component (order 4l) */
const char badkey[] =
"f43e3a046db8749164c6e69b193f1e942c7452e7d888736f40b98093d814d5e7";
retval = base16_decode((char*)pub1.pubkey, sizeof(pub1.pubkey),
badkey, strlen(badkey));
tt_int_op(retval, OP_EQ, sizeof(pub1.pubkey));
tt_int_op(ed25519_validate_pubkey(&pub1), OP_EQ, -1);
}
{ /* Point with torsion component (order 2l) */
const char badkey[] =
"c9fff3af0471c28e33e98c2043e44f779d0427b1e37c521a6bddc011ed1869af";
retval = base16_decode((char*)pub1.pubkey, sizeof(pub1.pubkey),
badkey, strlen(badkey));
tt_int_op(retval, OP_EQ, sizeof(pub1.pubkey));
tt_int_op(ed25519_validate_pubkey(&pub1), OP_EQ, -1);
}
{ /* This point is not even on the curve */
const char badkey[] =
"e19c65de75c68cf3b7643ea732ba9eb1a3d20d6d57ba223c2ece1df66feb5af0";
retval = base16_decode((char*)pub1.pubkey, sizeof(pub1.pubkey),
badkey, strlen(badkey));
tt_int_op(retval, OP_EQ, sizeof(pub1.pubkey));
tt_int_op(ed25519_validate_pubkey(&pub1), OP_EQ, -1);
}
{ /* This one is a good key */
const char goodkey[] =
"4ba2e44760dff4c559ef3c38768c1c14a8a54740c782c8d70803e9d6e3ad8794";
retval = base16_decode((char*)pub1.pubkey, sizeof(pub1.pubkey),
goodkey, strlen(goodkey));
tt_int_op(retval, OP_EQ, sizeof(pub1.pubkey));
tt_int_op(ed25519_validate_pubkey(&pub1), OP_EQ, 0);
}
done: ;
}
static void static void
test_crypto_failure_modes(void *arg) test_crypto_failure_modes(void *arg)
{ {
@ -2918,6 +2983,7 @@ struct testcase_t crypto_tests[] = {
ED25519_TEST(convert, 0), ED25519_TEST(convert, 0),
ED25519_TEST(blinding, 0), ED25519_TEST(blinding, 0),
ED25519_TEST(testvectors, 0), ED25519_TEST(testvectors, 0),
ED25519_TEST(validation, 0),
{ "ed25519_storage", test_crypto_ed25519_storage, 0, NULL, NULL }, { "ed25519_storage", test_crypto_ed25519_storage, 0, NULL, NULL },
{ "siphash", test_crypto_siphash, 0, NULL, NULL }, { "siphash", test_crypto_siphash, 0, NULL, NULL },
{ "failure_modes", test_crypto_failure_modes, TT_FORK, NULL, NULL }, { "failure_modes", test_crypto_failure_modes, TT_FORK, NULL, NULL },