Quantum lifting theorems for random permutations and ideal ciphers convert quantum attacks into few-query classical attacks, giving tight double-sided search bounds and new post-quantum security for sponge and Davies-Meyer.
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Quantum Lifting for Invertible Permutations and Ideal Ciphers
Quantum lifting theorems for random permutations and ideal ciphers convert quantum attacks into few-query classical attacks, giving tight double-sided search bounds and new post-quantum security for sponge and Davies-Meyer.