A Statistical Side-Channel Risk Model for Timing Variability in Lattice-Based Post-Quantum Cryptography
Aayush Mainali, Sirjan Ghimire

TL;DR
This paper introduces a statistical risk model to evaluate timing side-channel vulnerabilities in lattice-based post-quantum cryptography, accounting for environmental noise and various leakage scenarios.
Contribution
It presents a scenario-based statistical framework for assessing timing leakage in lattice-based cryptographic schemes, enabling early risk evaluation before platform-specific testing.
Findings
Idle conditions show the highest distinguishability in timing leakage.
Jitter and loaded scenarios increase variance, reducing distinguishability.
Cache and branch leakage modes pose significant risk signals.
Abstract
Timing side-channels are an important threat to cryptography that still needs to be addressed in implementations, and the advent of post-quantum cryptography raises this issue because the lattice-based schemes may produce secret-dependent timing variability with the help of complex arithmetic and control flow. Since also real timing measurements are affected by environmental noise (e.g. scheduling effects, contention, heavy tailed delays), in this work a scenario-based statistical risk model is proposed for timing leakage as a problem of distributional distinguishability under controlled execution conditions. We synthesize traces for two secret classes in idle, jitter and loaded scenarios and for multiple leakage models and quantify leakage with Welch's t-test, KS distance, Cliff's delta, mutual information, and distribution overlap to combine in a TLRI like manner to obtain a…
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Taxonomy
TopicsCryptographic Implementations and Security · Coding theory and cryptography · Cryptography and Data Security
