ICCC and SMV Sample Clauses

ICCC and SMV. We performed extensive numerical simulations in order to find the optimal tradeoff between effort and agreement time in the SMV system. As before, we studied the SMV process on two types of interaction networks, the complete and scale-free networks. We assume in this work that communication cost dominates processor cost; thus we set EU = 0.0. The effort values shown in the graph below are a count of the number of interactions that took place – where in every interaction one active agent gets information about the state of another agent. This is a justified assumption as in many cases (for instance energy constrained wireless sensor networks) communication cost dominates the cost of processing. The experimental setup was exactly the same as in Section 4.7, in fact, the data for these graphs were collected from the same runs.
Sample 1
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