Score:1

Secure ciphersuite from security-wise sub-optimal unkeyed permutation?

vu flag

Hypothetically,

  1. IF we were to create a SSL/TLS or QUIC ciphersuite from a single (unkeyed) permutation operating in sponge mode to provide hashing and duplex mode to provide AEAD cipher,

  2. AND IF the permutation is wide enough, and the capacity in both modes are large enough,

  3. THEN, to what extent can capacity make-up for mathematical weakness in the permutation? AND by how much?

The inspiration was that, the permutation fully mix up all bits in its linear layers, but isn't as non-linear enough to deter linearization. This way, the security of the whole construction would be more dependent on the part of the permutation state not controlled by the adversary. Other diffusion and confusion weaknesses are also my concern.

poncho avatar
my flag
I imagine that the answer would depend somewhat on the nature of the 'mathematical weakness' we're talking about...
DannyNiu avatar
vu flag
@poncho Added details.
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