ecstresstest.c revision 1.1.1.1.14.1 1 1.1 christos /*
2 1.1.1.1.14.1 martin * Copyright 2017-2021 The OpenSSL Project Authors. All Rights Reserved.
3 1.1 christos *
4 1.1.1.1.14.1 martin * Licensed under the Apache License 2.0 (the "License");
5 1.1 christos * you may not use this file except in compliance with the License.
6 1.1 christos * You may obtain a copy of the License at
7 1.1 christos * https://www.openssl.org/source/license.html
8 1.1 christos * or in the file LICENSE in the source distribution.
9 1.1 christos */
10 1.1 christos
11 1.1 christos #include "internal/nelem.h"
12 1.1 christos #include "testutil.h"
13 1.1 christos
14 1.1 christos #include <stdio.h>
15 1.1 christos #include <stdlib.h>
16 1.1 christos #include <string.h>
17 1.1 christos #include <ctype.h>
18 1.1 christos
19 1.1 christos #define NUM_REPEATS "1000000"
20 1.1 christos
21 1.1.1.1.14.1 martin static ossl_intmax_t num_repeats;
22 1.1 christos static int print_mode = 0;
23 1.1 christos
24 1.1 christos #ifndef OPENSSL_NO_EC
25 1.1 christos # include <openssl/ec.h>
26 1.1 christos # include <openssl/err.h>
27 1.1 christos # include <openssl/obj_mac.h>
28 1.1 christos # include <openssl/objects.h>
29 1.1 christos # include <openssl/rand.h>
30 1.1 christos # include <openssl/bn.h>
31 1.1 christos # include <openssl/opensslconf.h>
32 1.1 christos
33 1.1 christos static const char *kP256DefaultResult =
34 1.1 christos "A1E24B223B8E81BC1FFF99BAFB909EDB895FACDE7D6DA5EF5E7B3255FB378E0F";
35 1.1 christos
36 1.1 christos /*
37 1.1 christos * Perform a deterministic walk on the curve, by starting from |point| and
38 1.1 christos * using the X-coordinate of the previous point as the next scalar for
39 1.1 christos * point multiplication.
40 1.1 christos * Returns the X-coordinate of the end result or NULL on error.
41 1.1 christos */
42 1.1.1.1.14.1 martin static BIGNUM *walk_curve(const EC_GROUP *group, EC_POINT *point,
43 1.1.1.1.14.1 martin ossl_intmax_t num)
44 1.1 christos {
45 1.1 christos BIGNUM *scalar = NULL;
46 1.1.1.1.14.1 martin ossl_intmax_t i;
47 1.1 christos
48 1.1 christos if (!TEST_ptr(scalar = BN_new())
49 1.1 christos || !TEST_true(EC_POINT_get_affine_coordinates(group, point, scalar,
50 1.1 christos NULL, NULL)))
51 1.1 christos goto err;
52 1.1 christos
53 1.1 christos for (i = 0; i < num; i++) {
54 1.1 christos if (!TEST_true(EC_POINT_mul(group, point, NULL, point, scalar, NULL))
55 1.1 christos || !TEST_true(EC_POINT_get_affine_coordinates(group, point,
56 1.1 christos scalar,
57 1.1 christos NULL, NULL)))
58 1.1 christos goto err;
59 1.1 christos }
60 1.1 christos return scalar;
61 1.1 christos
62 1.1 christos err:
63 1.1 christos BN_free(scalar);
64 1.1 christos return NULL;
65 1.1 christos }
66 1.1 christos
67 1.1 christos static int test_curve(void)
68 1.1 christos {
69 1.1 christos EC_GROUP *group = NULL;
70 1.1 christos EC_POINT *point = NULL;
71 1.1 christos BIGNUM *result = NULL, *expected_result = NULL;
72 1.1 christos int ret = 0;
73 1.1 christos
74 1.1 christos /*
75 1.1 christos * We currently hard-code P-256, though adaptation to other curves.
76 1.1 christos * would be straightforward.
77 1.1 christos */
78 1.1 christos if (!TEST_ptr(group = EC_GROUP_new_by_curve_name(NID_X9_62_prime256v1))
79 1.1 christos || !TEST_ptr(point = EC_POINT_dup(EC_GROUP_get0_generator(group),
80 1.1 christos group))
81 1.1 christos || !TEST_ptr(result = walk_curve(group, point, num_repeats)))
82 1.1 christos return 0;
83 1.1 christos
84 1.1 christos if (print_mode) {
85 1.1 christos BN_print(bio_out, result);
86 1.1 christos BIO_printf(bio_out, "\n");
87 1.1 christos ret = 1;
88 1.1 christos } else {
89 1.1 christos if (!TEST_true(BN_hex2bn(&expected_result, kP256DefaultResult))
90 1.1 christos || !TEST_ptr(expected_result)
91 1.1 christos || !TEST_BN_eq(result, expected_result))
92 1.1 christos goto err;
93 1.1 christos ret = 1;
94 1.1 christos }
95 1.1 christos
96 1.1 christos err:
97 1.1 christos EC_GROUP_free(group);
98 1.1 christos EC_POINT_free(point);
99 1.1 christos BN_free(result);
100 1.1 christos BN_free(expected_result);
101 1.1 christos return ret;
102 1.1 christos }
103 1.1 christos #endif
104 1.1 christos
105 1.1.1.1.14.1 martin typedef enum OPTION_choice {
106 1.1.1.1.14.1 martin OPT_ERR = -1,
107 1.1.1.1.14.1 martin OPT_EOF = 0,
108 1.1.1.1.14.1 martin OPT_NUM_REPEATS,
109 1.1.1.1.14.1 martin OPT_TEST_ENUM
110 1.1.1.1.14.1 martin } OPTION_CHOICE;
111 1.1 christos
112 1.1.1.1.14.1 martin const OPTIONS *test_get_options(void)
113 1.1.1.1.14.1 martin {
114 1.1.1.1.14.1 martin static const OPTIONS test_options[] = {
115 1.1.1.1.14.1 martin OPT_TEST_OPTIONS_DEFAULT_USAGE,
116 1.1.1.1.14.1 martin { "num", OPT_NUM_REPEATS, 'M', "Number of repeats" },
117 1.1.1.1.14.1 martin { NULL }
118 1.1.1.1.14.1 martin };
119 1.1.1.1.14.1 martin return test_options;
120 1.1 christos }
121 1.1 christos
122 1.1 christos /*
123 1.1 christos * Stress test the curve. If the '-num' argument is given, runs the loop
124 1.1 christos * |num| times and prints the resulting X-coordinate. Otherwise runs the test
125 1.1 christos * the default number of times and compares against the expected result.
126 1.1 christos */
127 1.1 christos int setup_tests(void)
128 1.1 christos {
129 1.1.1.1.14.1 martin OPTION_CHOICE o;
130 1.1 christos
131 1.1.1.1.14.1 martin if (!opt_intmax(NUM_REPEATS, &num_repeats)) {
132 1.1 christos TEST_error("Cannot parse " NUM_REPEATS);
133 1.1 christos return 0;
134 1.1 christos }
135 1.1.1.1.14.1 martin
136 1.1.1.1.14.1 martin while ((o = opt_next()) != OPT_EOF) {
137 1.1.1.1.14.1 martin switch (o) {
138 1.1.1.1.14.1 martin case OPT_NUM_REPEATS:
139 1.1.1.1.14.1 martin if (!opt_intmax(opt_arg(), &num_repeats)
140 1.1.1.1.14.1 martin || num_repeats < 0)
141 1.1.1.1.14.1 martin return 0;
142 1.1.1.1.14.1 martin print_mode = 1;
143 1.1.1.1.14.1 martin break;
144 1.1.1.1.14.1 martin case OPT_TEST_CASES:
145 1.1.1.1.14.1 martin break;
146 1.1.1.1.14.1 martin default:
147 1.1.1.1.14.1 martin case OPT_ERR:
148 1.1 christos return 0;
149 1.1.1.1.14.1 martin }
150 1.1 christos }
151 1.1 christos
152 1.1 christos #ifndef OPENSSL_NO_EC
153 1.1 christos ADD_TEST(test_curve);
154 1.1 christos #endif
155 1.1 christos return 1;
156 1.1 christos }
157