Searched refs:modulus (Results 1 – 25 of 30) sorted by relevance

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/openssl-master/doc/man3/
A D	RSA_size.pod	5 RSA_size, RSA_bits, RSA_security_bits - get RSA modulus size or security bits 31 RSA_size() returns the RSA modulus size in bytes. It can be used to 42 RSA_size() returns the size of modulus in bytes.
A D	EVP_PKEY_is_a.pod	82 BIGNUM *modulus = NULL; 83 if (EVP_PKEY_get_bn_param(pkey, "n", &modulus)) 84 /* do whatever with the modulus */ 85 BN_free(modulus);
A D	BN_mod_mul_montgomery.pod	33 using the same modulus. 37 BN_MONT_CTX_set() sets up the I<mont> structure from the modulus I<m> 52 Note that I<a> must be nonnegative and smaller than the modulus.
A D	RSA_generate_key.pod	29 EVP_RSA_gen() generates a new RSA key pair with modulus size I<bits>. 44 The modulus size will be of length I<bits>, the number of primes to form the 45 modulus will be I<primes>, and the public exponent will be I<e>. Key sizes 50 I<primes> depends on modulus bit length:
A D	DH_generate_parameters.pod	87 The modulus is too small. 91 The modulus is too large.
A D	BN_security_bits.pod	23 to be the key size (modulus).
A D	X509_check_private_key.pod	37 and modulus of an RSA key) and/or key parameters (e.g. EC params of an EC key)
A D	BN_add.pod	81 remainder respective to modulus I<m> (C<r=(a*b) mod m>). I<r> may be 83 repeated computations using the same modulus, see
A D	BN_mod_mul_reciprocal.pod	28 repeatedly with the same modulus. It computes B<r>=(B<a>*B<b>)%B<m>
A D	BN_mod_exp_mont.pod	43 fixed and equal modulus sizes I<m1> and I<m2> it uses optimizations that allow
A D	RSA_check_key.pod	29 It does not work on RSA public keys that have only the modulus
A D	BN_BLINDING_new.pod	85 using the exponent B<e> and the modulus B<m>. B<bn_mod_exp> and
A D	ASN1_generate_nconf.pod	251 # Actual public key: modulus and exponent
A D	RSA_get0_key.pod	61 the modulus common to both public and private key, B<e> is the public
/openssl-master/apps/
A D	dsa.c	87 int modulus = 0, pubin = 0, pubout = 0, ret = 1; in dsa_main() local 145 modulus = 1; in dsa_main() 211 if (modulus) { in dsa_main()
A D	rsa.c	133 int noout = 0, modulus = 0, pubin = 0, pubout = 0, ret = 1; in rsa_main() local 201 modulus = 1; in rsa_main() 279 if (modulus) { in rsa_main()
A D	x509.c	280 int x509toreq = 0, modulus = 0, print_pubkey = 0, pprint = 0; in x509_main() local 479 modulus = ++num; in x509_main() 847 if ((print_pubkey != 0 || modulus != 0) && pkey == NULL) { in x509_main() 965 } else if (i == modulus) { in x509_main()
A D	req.c	261 int modulus = 0, multirdn = 1, verify = 0, noout = 0, text = 0; in req_main() local 374 modulus = 1; in req_main() 938 if (noout && !text && !modulus && !subject && !pubkey) { in req_main() 981 if (modulus) { in req_main()
/openssl-master/test/recipes/30-test_evp_pkey_provided/
A D	RSA.priv.txt	2 modulus: 3161751493 (0xbc747fc5)
/openssl-master/doc/man1/
A D	openssl-rsa.pod.in	36 [B<-modulus>] 114 =item B<-modulus> 116 This option prints out the value of the modulus of the key.
A D	openssl-dsa.pod.in	36 [B<-modulus>] 112 =item B<-modulus>
A D	openssl-x509.pod.in	50 [B<-modulus>] 327 =item B<-modulus> 329 This option prints out the value of the modulus of the public key
A D	openssl-req.pod.in	22 [B<-modulus>] 138 =item B<-modulus> 140 Prints out the value of the modulus of the public key contained in the request.
/openssl-master/crypto/err/
A D	openssl.txt	173 BN_R_CALLED_WITH_EVEN_MODULUS:102:called with even modulus 487 DH_R_MODULUS_TOO_LARGE:103:modulus too large 488 DH_R_MODULUS_TOO_SMALL:126:modulus too small 505 DSA_R_MODULUS_TOO_LARGE:103:modulus too large 1139 RSA_R_DATA_TOO_LARGE_FOR_MODULUS:132:data too large for modulus 1160 RSA_R_INVALID_MODULUS:174:invalid modulus 1178 RSA_R_MODULUS_TOO_LARGE:105:modulus too large
/openssl-master/doc/man7/
A D	EVP_PKEY-RSA.pod	11 That implementation supports the basic RSA keys, containing the modulus I<n>,

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