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Tesis 2013

Quasi stationary distributions when infinity is an entrance boundary, optimal conditions for phase transitions in 1 dimensional ising model by peierls argument and its consequences

Autor: Littin Curinao, Jorge Andrés

Enlace original: http://repositorio.uchile.cl/handle/2250/115295

Repositorio académico de la Universidad de Chile

Modelos matemáticos

Quasi stationary distribution

Process diffussion

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Littin Curinao, Jorge Andrés , [Quasi stationary distributions when infinity is an entrance boundary, optimal conditions for phase transitions in 1 dimensional ising model by peierls argument and its consequences]

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Quasi stationary distributions when infinity is an entrance boundary, optimal conditions for phase transitions in 1 dimensional ising model by peierls argument and its consequences

[cf-littin_jc.pdf]