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researcher / Servet Martinez Aguilera

Servet Martinez Aguilera

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Disciplines:

Mathematics

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Directed Thesis:

Quasi stationary distributions when infinity is an entrance boundary : optimal conditions for phase transition in one dimensional Ising model by Peierls argument and its consequences

Cutoff pour des n-échantillons de processus stochastiques à convergence exponentielle et partitions aléatoires de l'intervalle [0, 1]