2 citations · 3 across the 3 of their papers we have counts for
10 papers · 1 filter
Sampling Permutations with Cell Probes is Hard
Yaroslav Alekseev, Mika Göös, Konstantin Myasnikov +2
Suppose we are given an infinite sequence of input cells, each initialized with a uniform random symbol from . How hard is it to output a sequence in that is close to…
Pseudodeterministic Communication Complexity
Mika Göös, Nathaniel Harms, Artur Riazanov +3
We exhibit an -bit partial function with randomized communication complexity but such that any completion of this function into a total one requires randomized commu…
Constant-Cost Communication is not Reducible to k-Hamming Distance
Yuting Fang, Mika Göös, Nathaniel Harms +1
Every known communication problem whose randomized communication cost is constant (independent of the input size) can be reduced to -Hamming Distance, that is, solved with a con…
Top-Down Lower Bounds for Depth-Four Circuits
Mika Göös, Artur Riazanov, Anastasia Sofronova +1
We present a top-down lower-bound method for depth- boolean circuits. In particular, we give a new proof of the well-known result that the parity function requires depth- cir…
Proofs, Circuits, and Communication
Susanna F. de Rezende, Mika Göös, Robert Robere
We survey lower-bound results in complexity theory that have been obtained via newfound interconnections between propositional proof complexity, boolean circuit complexity, and que…
Further Collapses in TFNP
Mika Göös, Alexandros Hollender, Siddhartha Jain +4
We show . Here the class consists of all total search problems that reduce to the End-of-Potential-Line problem, which…