Focus Session: Modeling of Rare Events II
FOCUS · N25 ·
Presentations
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TBD
Invited
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Authors
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Eric Vanden-Eijnden
- New York University
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ABSTRACT WITHDRAWN
Invited
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Temperature and rate sensitivity of melting in Cu
ORAL
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Authors
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Amit Samanta
- Applied and Computational Mathematics, Princeton University, Princeton, NJ, USA
- Princeton University
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Tang-Qing Yu
- Courant Institute of Mathematical Sciences, New York University, New York, USA
- Courant Institute of Mathematical Sciences, New York University
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Weinan E
- Department of Mathematics and Program in Applied and Computational Mathematics, Princeton University, Princeton, NJ, USA
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Efficient minimum mode finding in transition states calculations
ORAL
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Authors
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Weiguo Gao
- Fudan University
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Jing Leng
- Fudan University
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Cheng Shang
- Fudan University
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Zhi-Pan Liu
- Fudan University
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Extension of the string method for saddle points search
ORAL
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Authors
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Weiqing Ren
- National University of Singapore and IHPC
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On extreme value statistics of correlated random variables
ORAL
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Authors
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Maxime Clusel
- Laboratoire Coulomb, CNRS Universit\'e Montpellier 2
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Jean-Yves Fortin
- Institut Jean Lamour, CNRS Nancy-Universite
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Study of the diffusion of points defects in crystalline silicon using the kinetic ART method
ORAL
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Authors
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Mickael Trochet
- Universite de Montreal
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Peter Brommer
- University of Warwick
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Laurent-Karim Beland
- Universite de Montreal
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Jean-Francois Joly
- Universite de Montreal
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Normand Mousseau
- Universite de Montreal
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An iterative action minimizing method for computing optimal paths in stochastic dynamical systems
ORAL
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Authors
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Brandon Lindley
- Naval Research Laboratory
- US Naval Research Laboratory
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Ira Schwartz
- U.S. Naval Research Laboratory, Nonlinear Systems Dynamics Section, Plasma Physics Division
- Naval Research Laboratory
- US Naval Research Laboratory
- U.S. Naval Research Laboratory
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The stability of vacancy-like defects in amorphous silicon
ORAL
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Authors
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Jean-Francois Joly
- Universite de Montreal
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Normand Mousseau
- Universite de Montreal
- Universit\'e de Montr\'eal
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Ga Surface Diffusion on GaAs(001) $\beta$ 2(2 $\times$ 4): An ab initio Local Superbasin Kinetic Monte Carlo Study
ORAL
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Authors
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Yangzheng Lin
- Penn State University
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Kristen Fichthorn
- Department of Chemical Engineering, Pennsylvania State University
- Dept of Chemical Engineering, Dept of Physics, The Pennsylvania State University
- Penn State University
- Pennsylvania State University
- The Pennsylvania State University
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Physical Point Consequences
ORAL
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Authors
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Alfred Phillips Jr.
- Source Institute
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