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Electronic Colloquium on Computational Complexity

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TR26-216 | 26th September 2026
Zhao Song

Matrix Hoeffding and Bernstein Bounds with Sharp Constants for Markov Chains

Matrix concentration for Markov chains was initiated in the expander-walk setting by Garg, Lee, Song, and Srivastava'18 [GLSS18]. However, the constant obtained in [GLSS18] is quite loose, and it is natural to ask whether a tighter proof can yield the same constant as in the independent matrix concentration setting. In ... more >>>


TR26-215 | 25th September 2026
Geoffroy Couteau, Nikolas Melissaris, Tamara Paris

Interactive Proofs of Proximity for Model Evaluation

We study interactive proofs of proximity (IPP) for model evaluation: a resource-limited verifier interacts with an untrusted prover, typically the model owner, to certify statistical properties of a model under an unknown input distribution. Our formulation is shaped by the constraints of practical evaluation: it separates sampling the input distribution ... more >>>


TR26-214 | 26th September 2026
Gil Cohen, Dean Doron, Noam Goldgraber

Algebraic-Geometric Parvaresh--Vardy Subspace Designs and Rank Condensers

A subspace design is a collection of subspaces $H_1,\ldots,H_n$ of $\mathbb{F}_q^k$ with the property that no low-dimensional subspace $W$ intersects the collection ``too much’’. Subspace designs and related objects in linear-algebraic pseudorandomness have found a broad range of applications, ranging from list decoding and recovery, to derandomizing algorithms.

We ... more >>>



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