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Author

Ritam Bhaumik

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Preprint Oct 2026

Indistinguishability Lifting for Keyed Oracles, Compressed Ideal Cipher, and More Applications

A generic indistinguishability lifting theorem is established: if the two base oracles are indistinguishable under quantum queries, then their corresponding keyed oracles are too, up to an O(q^2) multiplicative loss in distinguishing advantage, where q is the number of queries made by the adversary.

Ritam Bhaumik, Yu-Hsuan Huang · 0 citations
Preprint Sep 2026

Indistinguishability of Sum of Permutations: A Fourier Analytic Route to Classical and Quantum Security

A unified Fourier analytic treatment of Dinur's variable-output single-permutation construction, $\mathsf{LXoP}$, for every fixed output width, and derive its classical and quantum security bounds; for one- and two-block outputs, they give concrete quantum security bounds.

Ritam Bhaumik, Chun Guo, Xiao-Ning Guo et al. · 0 citations

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