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Electronic Colloquium on Computational Complexity

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TR24-200 | 4th December 2024
Sourav Chakraborty, Eldar Fischer, Arijit Ghosh, Amit Levi, Gopinath Mishra, Sayantan Sen

Testing vs Estimation for Index-Invariant Properties in the Huge Object Model

The Huge Object model of property testing [Goldreich and Ron, TheoretiCS 23] concerns properties of distributions supported on $\{0,1\}^n$, where $n$ is so large that even reading a single sampled string is unrealistic. Instead, query access is provided to the samples, and the efficiency of the algorithm is measured by ... more >>>


TR24-199 | 3rd December 2024
Vladimir Podolskii, Alexander Shekhovtsov

Randomized Lifting to Semi-Structured Communication Complexity via Linear Diversity

We study query-to-communication lifting. The major open problem in this area is to prove a lifting theorem for gadgets of constant size. The recent paper (Beame, Koroth, 2023) introduces semi-structured communication complexity, in which one of the players can only send parities of their input bits. They have shown that ... more >>>


TR24-198 | 10th November 2024
G V Sumukha Bharadwaj, Raja S

Randomized Black-Box PIT for Small Depth +-Regular Non-commutative Circuits

Revisions: 1

In this paper, we address the black-box polynomial identity testing (PIT) problem for non-commutative polynomials computed by $+$-regular circuits, a class of homogeneous circuits introduced by Arvind, Joglekar, Mukhopadhyay, and Raja (STOC 2017, Theory of Computing 2019). These circuits can compute polynomials with a number of monomials that are doubly ... more >>>



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