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Electronic Colloquium on Computational Complexity

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TR26-254 | 15th October 2026
Clément Canonne, Sayantan Sen, Joy Qiping Yang

Parameterized Uniformity Testing in the Huge Object Model

We continue the study of distribution testing in the Huge Object Model (Goldreich and Ron, 2023), focusing on the flagship question of \emph{parameterized uniformity testing}: given access to data in $\{0,1\}^n$, is its underlying probability distribution uniform on a small subset of size $m$? The focus here is on both ... more >>>


TR26-253 | 13th October 2026
Halley Goldberg, Jinqiao Hu, Zhenjian Lu, Jingyi Lyu, Igor Oliveira

The Gap Between Average-Case and Worst-Case Complexity

Understanding the average-case complexity of $\mathrm{NP}$ is a central goal in complexity theory and cryptography. A necessary milestone is to understand the corresponding average-case versus worst-case question for the polynomial hierarchy ($\mathrm{PH}$). In a celebrated result, Hirahara [Hir21] proved that if every distributional problem in $\mathrm{PH}$ is easy on average, ... more >>>


TR26-252 | 11th October 2026
Shubham Bhardwaj

Unconditional Separation between LL and CLL

Catalytic computation involves the study of Turing machines that are provided an additional catalytic tape (with arbitrary content) that the machine may use while ensuring that the tape contents are restored at the end of the computation. Although it is known that catalytic log-space machines are at least as powerful ... more >>>



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