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Electronic Colloquium on Computational Complexity

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TR26-184 | 16th September 2026
William Hoza, Yakov Shalunov

The BRRY Analysis of the INW Pseudorandom Generator is Optimal

Braverman, Rao, Raz, and Yehudayoff (SICOMP 2014) showed that there is an explicit pseudorandom generator (PRG) that fools standard-order regular read-once branching programs (ROBPs) with seed length
$$
O(\log n \cdot \log \log n + \log n \cdot \log(wd/\epsilon)),
$$
where $w$ is the width of ... more >>>


TR26-183 | 16th September 2026
Emanuele Viola

Nilpotency determines multiparty communication complexity

In this paper we show that iterated multiplication over a group has constant-communication protocols if and only if the
group is nilpotent, thus giving a new characterization of nilpotency based on communication
complexity.

more >>>

TR26-182 | 16th September 2026
Manon Blanc, Prateek Dwivedi, Nutan Limaye, Meena Mahajan, Magnus Rahbek Dalgaard Hansen

Tight Lower Bounds for Algebraic Communication and Applications

Revisions: 1

Communication complexity studies how much information must be exchanged to solve a problem whose input is split among several parties. The classical setting deals with Boolean inputs split between two parties. We study an algebraic variant, where the inputs are vectors over a field $\mathbb{F} \in \{\mathbb{R}, \mathbb{C}\}$. Alice and ... more >>>



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