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B. Codenotti, P. Gemmell, and J. Simon, Average Circuit Depth and Average Communication Complexity, In Third European Symposium on Algorithms, Lecture Notes in Computer Science, Springer-Verlag, 102--112 (1995).

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On the Depth of Randomly Generated Circuits - Tatsuie Tsukiji (1996)   (1 citation)  (Correct)

....the constant, i.e. the depth of C a;n converges to 2e ln n in probability. Thus, in terms of parallel time computation, we have that the expected time to decide the output of a monotone CVP is 2e ln n, asymptotically. Another interesting related work in this line is that of Codenotti et al. [2], where strong lower bounds on the expected parallel time to compute Boolean functions by circuits are given. They consider self time circuits a model in which gates compute their output as soon as it is determined (possibly by a subset of the inputs to the gate) 2 Proof Outline, Definitions ....

B. Codenotti, P. Gemmell, and J. Simon, Average Circuit Depth and Average Communication Complexity, In Third European Symposium on Algorithms, Lecture Notes in Computer Science, Springer-Verlag, 102--112 (1995).


On the Depth of Randomly Generated Circuits - Tatsuie Tsukiji (1996)   (1 citation)  (Correct)

....the constant, i.e. the depth of C a;n converges to 2e ln n in probability. Thus, in terms of parallel time computation, we have that the expected time to decide the output of a monotone CVP is 2e ln n, asymptotically. Another interesting related work in this line is that of Codenotti et al. CGS95] where strong lower bounds on the expected parallel time to compute Boolean functions by circuits are given. They consider self time circuits a model in which gates compute their output as soon as it is determined (possibly by a subset of the inputs to the gate) 2 Proof Outline, Definitions ....

Codenotti, B., Gemmell, P., and Simon, J.: Average Circuit Depth and Average Communication Complexity. In Third European Symposium on Algorithms, Lecture Notes in Comp. Sc. Springer-Verlag (1995) 102--112

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