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Electronic Colloquium on Computational Complexity

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TR26-023 | 18th February 2026
Noah Fleming, Anna Gal, Christophe Marciot, Deniz Imrek

Separations above TFNP from Sherali-Adams Lower Bounds

Unlike in TFNP, for which there is an abundance of problems capturing natural existence principles which are incomparable (in the black-box setting), Kleinberg et al. [KKMP21] observed that many of the natural problems considered so far in the second level of the total function polynomial hierarchy (TF$\Sigma_2$) reduce to the ... more >>>


TR26-022 | 16th February 2026
Alexandra Henzinger, Edward Pyne, Seyoon Ragavan

Catalytic Tree Evaluation From Matching Vectors

We give new algorithms for tree evaluation (S. Cook et. al. TOCT 2012) in the catalytic-computing model (Buhrman et. al. STOC 2014). Two existing approaches aim to solve tree evaluation in low space: on the one hand, J. Cook and Mertz (STOC 2024) give an algorithm for TreeEval running in ... more >>>


TR26-021 | 16th February 2026
Jinqiao Hu, Yahel Manor, Igor Oliveira

Failure of Symmetry of Information for Randomized Computations

Symmetry of Information (SoI) is a fundamental result in Kolmogorov complexity stating that for all $n$-bit strings $x$ and $y$, $K(x,y) = K(y) + K(x \mid y)$ up to an additive error of $O(\log n)$ [ZL70]. In contrast, understanding whether SoI holds for time-bounded Kolmogorov complexity measures is closely related ... more >>>



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