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Majority dynamics and internal partitions of random regular graphs: Experimental results

Arkhipov, Pavel
ISTA Publications · Papers
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This paper focuses on Majority Dynamics in sparse graphs, in particular, as a tool to study internal cuts. It is known that, in Majority Dynamics on a finite graph, each vertex eventually either comes to a fixed state, or oscillates with period two. The empirical evidence acquired by simulations sug
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