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Qualitatively similar results [to Keccak] exist for HMAC [2], saying that H(X) = HMAC(s, X) for fixed s is indifferentiable from a random oracle when assuming an ideal Merkle-Damgard compression function.
https://eprint.iacr.org/2013/382
(e.g., Section 1.3: "Analogously, our positive results about HMAC imply as a special case that HMAC(K, M ), for any fixed constant K, is indifferentiable from a RO.")
The text was updated successfully, but these errors were encountered:
Interpreting this issue, is it correct to say that:
this issue can be closed when the draft describes that SHA2 or SHA3 can be used, and gives some reasonable guidance to implementers on choosing one and naming the resulting hybrid suite?
Given idealized assumptions, consider SHA2-based HMAC constrution:
HMAC(s, K1 || ... || Kn)
Given the following feedback from Felix
https://eprint.iacr.org/2013/382
(e.g., Section 1.3: "Analogously, our positive results about HMAC imply as a special case that HMAC(K, M ), for any fixed constant K, is indifferentiable from a RO.")
The text was updated successfully, but these errors were encountered: