Título: About discrete Bak-Sneppen model
Palestrante: Stanislav Volkov (Lund University)
Data: 29/09/2021
Horário: 13:00h
Local: Transmissão online
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ID da reunião: 958 0581 3232
Resumo: The discrete version of the famous Bak-Sneppen model is a Markov chain on the space of {0,1} sequences of length n with periodic boundary conditions, which runs as follows. Fix some 00.54. This result is indeed correct, however, its proof is not. I shall present the rigorous proof of the Barbay and Kenyon's result, as well as some better bounds for the critical p.