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Electronic Colloquium on Computational Complexity

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REPORTS > AUTHORS > DENIZ IMREK:
All reports by Author Deniz Imrek:

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 >>>


TR25-069 | 30th May 2025
Noah Fleming, Christophe Marciot, Deniz Imrek

Provably Total Functions in the Polynomial Hierarchy

TFNP studies the complexity of total, verifiable search problems, and represents the first layer of the total function polynomial hierarchy (TFPH). Recently, problems in higher levels of the TFPH have gained significant attention, partly due to their close connection to circuit lower bounds. However, very little is known about the ... more >>>




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