| B. Chor and O. Goldreich, "Unbiased bits from weak sources of randomness and probabilistic communication complexity", SIAM J. on Comput., Vol. 17, No. 2, pp. 230--261, 1988. |
.... inputs and deterministic errorless protocols, the communication complexity is n and, for randomized protocols (with either an independent or a shared random source) uniformly distributed or worst case inputs, and with error probability 1 2 required, the communication complexity is n O(log(1= [7] (see also [13] In 1993, Yao [17] introduced a variation of the above classical communication complexity scenarios, where the parties communicate with qubits , rather than with bits. Protocols in this model are at least as powerful as probabilistic protocols with independent random sources. ....
B. Chor and O. Goldreich, \Unbiased bits from weak sources of randomness and probabilistic communication complexity", SIAM J. on Comput., Vol. 17, No. 2, pp. 230-261, 1988.
.... deterministic errorless protocols, the communication complexity is n and, for randomized protocols (with either an independent or a shared random source) uniformly distributed or worst case inputs, and with error probability 1 2 # required, the communication complexity is n O(log(1 #) [7] (see also [13] In 1993, Yao [17] introduced a variation of the above classical communication complexity scenarios, where the parties communicate with qubits,rather than with bits. Protocols in this model are at least as powerful as probabilistic protocols with independent random sources. ....
B. Chor and O. Goldreich, "Unbiased bits from weak sources of randomness and probabilistic communication complexity", SIAM J. on Comput., Vol. 17, No. 2, pp. 230--261, 1988.
.... errorless protocols, the communication complexity is n and, for randomized protocols (with either an independent or a shared random source) uniformly distributed or worst case inputs, and with error probability 1 2 Gamma ffi required, the communication complexity is n Gamma O(log(1=ffi) [7] (see also [13] In 1993, Yao [17] introduced a variation of the above classical communication complexity scenarios, where the parties communicate with qubits , rather than with bits. Protocols in this model are at least as powerful as probabilistic protocols with independent random sources. ....
B. Chor and O. Goldreich, "Unbiased bits from weak sources of randomness and probabilistic communication complexity", SIAM J. on Comput., Vol. 17, No. 2, pp. 230--261, 1988.
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B. Chor and O. Goldreich, "Unbiased bits from weak sources of randomness and probabilistic communication complexity", SIAM J. on Comput., Vol. 17, No. 2, pp. 230--261, 1988.
No context found.
B. Chor and O. Goldreich, "Unbiased bits from weak sources of randomness and probabilistic communication complexity", SIAM J. on Comput., Vol. 17, No. 2, pp. 230--261, 1988.
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