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Possible authentication failure modes.
See moreDeclaration
Swift
public enum AuthenticationFailure: Error

SRP Group Parameters
The 1024, 1536, and 2048bit groups are taken from software developed by Tom Wu and Eugene Jhong for the Stanford SRP distribution, and subsequently proven to be prime. The larger primes are taken from [MODP], but generators have been calculated that are primitive roots of N, unlike the generators in [MODP].
The values of N and g used in this protocol must be agreed upon by the two parties in question. They can be set in advance, or the host can supply them to the client. In the latter case, the host should send the parameters in the first message along with the salt. For maximum security, N should be a safe prime (i.e. a number of the form N = 2q + 1, where q is also prime). Also, g should be a generator modulo N (see [SRP] for details), which means that for any X where 0 < X < N, there exists a value x for which g^x % N == X.
[MODP] Kivinen, T. and M. Kojo,
More Modular Exponentiation (MODP) DiffieHellman groups for Internet Key Exchange (IKE)
, RFC 3526, May 2003.[SRP] T. Wu,
See moreThe Secure Remote Password Protocol
, In Proceedings of the 1998 Internet Society Symposium on Network and Distributed Systems Security, San Diego, CA, pp. 97111.Declaration
Swift
public enum Group