Near-Optimal Time-Sparsity Trade-Offs for Solving Noisy Linear Equations
We present a polynomial-time reduction from solving noisy linear equations over $\mathbb
{Z}/q\mathbb {Z} $ in dimension $\Theta (k\log n/\mathsf {poly}(\log k,\log q,\log\log n)) $ with …
{Z}/q\mathbb {Z} $ in dimension $\Theta (k\log n/\mathsf {poly}(\log k,\log q,\log\log n)) $ with …
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N Melissaris - nikolasmelissaris.github.io
Multiparty computation (MPC) enables parties to collaboratively compute functions on their
inputs while preserving privacy. Evaluation of MPC protocols typically revolves around …
inputs while preserving privacy. Evaluation of MPC protocols typically revolves around …