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1.
A Lower Bound for Time Correlation of Lattice Gases
Handa, Kenji; Saga University
Formato: Peer-reviewed Article,
Enlaces:
Fecha: 1999-01-01
Recurso: Electronic communications in probability

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2.
On a Result of David Aldous Concerning the Trees in a Conditioned Excursion
Warren, Jon; University of Warwick
Formato: Peer-reviewed Article,
Enlaces:
Fecha: 1999-01-01
Recurso: Electronic communications in probability

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3.
Construction of a Brownian Path With a Given Minimum
Bertoin, Jean; Universite Pierre et Marie Curie - Pitman, Jim; University of California, Berkeley - Chavez, Juan Ruiz de; UAM-I
Formato: Peer-reviewed Article,
Enlaces:
Fecha: 1999-01-01
Recurso: Electronic communications in probability

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4.
Correlation Measures
Lewis, Thomas M.; Furman University - Pritchard, Geoffrey; University of Auckland
Formato: Peer-reviewed Article,
Enlaces:
Fecha: 1999-01-01
Recurso: Electronic communications in probability

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5.
Edge Occupation Measure for a Reversible Markov Chain
Guillotin, Nadine; Université Claude Bernard - Lyon 1
Formato: Peer-reviewed Article,
Enlaces:
Fecha: 1999-01-01
Recurso: Electronic communications in probability

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6.
Large Deviations and Quasi-Potential of a Fleming-Viot Process
Feng, Shui; McMaster University - Xiong, Jie; University of Tennessee
Formato: Peer-reviewed Article,
Enlaces:
Fecha: 2002-01-01
Recurso: Electronic communications in probability

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7.
Subdiagonal and Almost Uniform Distributions
Ressel, Paul; Katholische Universität Eichstätt
Formato: Peer-reviewed Article,
Enlaces:
Fecha: 2002-01-01
Recurso: Electronic communications in probability

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8.
A Note on Reflecting Brownian Motions
Soucaliuc, Florin; Université Paris-Sud - Werner, Wendelin; Université Paris-Sud and IUF
Formato: Peer-reviewed Article,
Enlaces:
Fecha: 2002-01-01
Recurso: Electronic communications in probability

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9.
On Nodal Lines of Neumann Eigenfunctions
Atar, Rami; Technion - Israel Institute of Technology - Burdzy, Krzysztof; University of Washington
Formato: Peer-reviewed Article,
Enlaces:
Fecha: 2002-01-01
Recurso: Electronic communications in probability

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10.
Optimal Control for Absolutely Continuous Stochastic Processes and the Mass Transportation Problem
Mikami, Toshio; Hokkaido University
Formato: Peer-reviewed Article,
Enlaces:
Fecha: 2002-01-01
Recurso: Electronic communications in probability