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  Private vs. common random bits in communication complexity (1991) [51 citations — 0 self]

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by Ilan Newman
Information Processing Letters
http://cs.haifa.ac.il/ILAN/com-pri.ps
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Abstract:

We investigate the relative power of the common random string model vs. the private random string model in communication complexity. We show that the two model are essentially equal.

Citations

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269 Probabilistic computation, towards a unified measure of complexity – Yao - 1977
267 Some complexity questions related to distributed computing – Yao - 1979
134 Monotone Circuits for Connectivity Require Super-logarithmic Depth – Karchmer, Wigderson - 1990
85 Complexity classes in communication complexity theory – Babai, Frankl, et al. - 1986
61 Monotone Circuits for Matching Require Linear Depth – Raz, Wigderson - 1992
61 Probabilistic methods in combinatorics – ErdÅ‘s, Spencer
52 Probabilistic Analysis of Algorithms – Hofri - 1987
24 Probabilistic communication complexity of boolean relations – Raz, Wigderson - 1989
23 A Time-Randomness Tradeoff for Oblivious Routing – Krizanc, Peleg, et al. - 1988
12 Bounds on Tradeoffs between Randomness and Communication Complexity – Canetti, Goldreich - 1993
2 Communication complexity: a survey, in Path flowers and – Lovasz - 1990
1 Two theorems om random polynomial time – Adleman