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domotorp
  • Member for 14 years, 3 months
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3 votes
Accepted

How hard is it to determine the chromatic number of a unit distance graph?

2 votes
Accepted

How to generalize VC dimension?

2 votes
Accepted

$NP$ completeness of Hamiltonicity of cubic polyhedral plane graphs with bounded face degree?

2 votes
Accepted

Planar Exact Cover by even-size sets

2 votes

A subset grouping problem

2 votes
Accepted

Complexity involving connected components of 0/1 matrix

2 votes
Accepted

Does every NO instance of this promise problem have a local refutation?

2 votes

Problems still "hard" in the SMP/Referee model with shared randomness?

2 votes

Is a theoretically secure key exchange possible?

2 votes

NP-hardness of a planar SAT variant

2 votes

If $P=BPP$, then Is it correct that $IP=NP$?

2 votes
Accepted

find the most similar topological ordering of a dag

2 votes
Accepted

Check whether DFA accepts majority of words less than a cutoff with another DFA

2 votes
Accepted

Communication complexity of graph isomorphism with 2-sided error

2 votes

Bounds on the size of the smallest NFA for L_k-distinct

2 votes

What is the minimum size of a circuit that computes PARITY?

2 votes

Computing parity of a permutation in a streaming-fashion way

2 votes

Find the remainder of a large fixed polynomial when divided by a small unknown polynomial

2 votes
Accepted

Dividing users with certain files into 2 equal groups

2 votes

Nonregular Languages in Sublogarithmic Space

2 votes

Complexity of universal computation on random input

1 vote

Reducing space usage of st-connectivity with multiple passes?

1 vote

How many DFAs accept two given strings?

1 vote

Naming the Boxes

1 vote

Are there incompressible strings $S$ such that $K(SS) \lt K(S)$?

1 vote

Network Flow with Non-contiguous Capacities

1 vote
Accepted

On the proof of Meyer's Theorem

1 vote
Accepted

Find all hyperplanes separating unique sets of `k` points

1 vote

Communication complexity of equality on graphs

1 vote

Is there a fundamental link between Nash's equilibrium and Turing's halting problem?