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* Diffie-Hellman (key agreement). The module supports Diffie-Hellman public key sizes of 1024-2236 bits, corresponding to 80-112 bits of security. | * Diffie-Hellman (key agreement). The module supports Diffie-Hellman public key sizes of 1024-2236 bits, corresponding to 80-112 bits of security. | ||
* EC Diffie-Hellman (key agreement). The module supports elliptic curve key sizes of 163-571 bits, corresponding to 80-256 bits of security. | * EC Diffie-Hellman (key agreement). The module supports elliptic curve key sizes of 163-571 bits, corresponding to 80-256 bits of security. | ||
* Key Wrapping using RSA keys (PKCS #1, key wrapping). The module supports RSA key sizes of 1024-8192 bits, corresponding to 80-192 bits of security. '''Note:''' The Cryptographic Algorithm Validation Program (CAVP) can only validate RSA key sizes up to 4096 bits, so our RSA algorithm implementation has only been validated for RSA key sizes of 1024-4096 bits. | * Key Wrapping using RSA keys (PKCS #1, key wrapping). The module supports RSA key sizes of 1024-8192 bits, corresponding to 80-192 bits of security. <div class=note>'''Note:''' The Cryptographic Algorithm Validation Program (CAVP) can only validate RSA key sizes up to 4096 bits, so our RSA algorithm implementation has only been validated for RSA key sizes of 1024-4096 bits.</div> | ||
The strengths of security of the asymmetric key establishment techniques are obtained from Table 2 of Section 5.6.1, NIST SP 800-57 Part 1. | The strengths of security of the asymmetric key establishment techniques are obtained from Table 2 of Section 5.6.1, NIST SP 800-57 Part 1. | ||