Interpolation by a Game

  title={Interpolation by a Game},
  author={Jan Kraj{\'i}cek},
  journal={Electronic Colloquium on Computational Complexity (ECCC)},
We introduce a notion of a real game (a generalisation of the Karchmer-Wigderson game, cf..3]) and real communication complexity, and relate them to the size of monotone real formulas and circuits. We give an exponential lower bound for tree-like monotone protocols (deened in 4, Def. 2.2]) of small real communication complexity solving the monotone communication complexity problem associated with the bipartite perfect matching problem. This work is motivated by a research in interpolation… CONTINUE READING

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Current address: Mathematical Institute 24-29 St.Giles' Oxford, OX1 3LB

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