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Electronic Colloquium on Computational Complexity

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REPORTS > KEYWORD > NP HARD PROBLEMS:
Reports tagged with NP hard problems:
TR18-080 | 6th March 2018
Moritz Gobbert

Edge Hop: A Framework to Show NP-Hardness of Combinatorial Games

The topic of this paper is a game on graphs called Edge Hop. The game's goal is to move a marked token from a specific starting node to a specific target node. Further, there are other tokens on some nodes which can be moved by the player under suitable conditions. ... more >>>


TR20-183 | 6th December 2020
Rahul Ilango

Constant Depth Formula and Partial Function Versions of MCSP are Hard

Attempts to prove the intractability of the Minimum Circuit Size Problem (MCSP) date as far back as the 1950s and are well-motivated by connections to cryptography, learning theory, and average-case complexity. In this work, we make progress, on two fronts, towards showing MCSP is intractable under worst-case assumptions.

While ... more >>>


TR25-131 | 7th September 2025
Anand Kumar Narayanan

Hyperdeterminants are hard in four dimensions

Hyperdeterminants are high dimensional analogues of determinants, associated with tensors of formats generalizing square matrices. First conceived for $2\times 2\times 2$ tensors by Cayley, they were developed in generality by Gelfand, Kapranov and Zelevinsky. Yet, hyperdeterminants in three or more dimensions are long conjectured to be VNP-Hard to compute, akin ... more >>>




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