David P. Landau

E778608

David P. Landau is a physicist renowned for his pioneering work in computational statistical physics and Monte Carlo simulations of phase transitions and critical phenomena.

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David P. Landau canonical 2

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Predicate Object
instanceOf book
person
physicist
research center
author David P. Landau
Kurt Binder
awardReceived Fellow of the American Physical Society
coAuthorOf A Guide to Monte Carlo Simulations in Statistical Physics
degree PhD in physics
doctoralAdvisor Charles P. Slichter
educatedAt Yale University
employer University of Georgia
field computational physics
computational physics
condensed matter physics
physics
statistical physics
statistical physics
founded Center for Simulational Physics
hasCollaboratedWith Kurt Binder
hasPublishedOn Heisenberg model
Ising model
linked to: Ising models

Potts model
continuous phase transitions
critical phenomena in magnetic systems
first-order phase transitions
knownFor Ising model simulations
Monte Carlo simulations
linked to: Monte Carlo method

Potts model simulations
applications of Monte Carlo methods to phase transitions
cluster algorithms in Monte Carlo
computational statistical physics
critical phenomena
finite-size scaling studies
phase transitions
spin models
language English
memberOf American Physical Society
nationality American
occupation professor
researcher
position Distinguished Research Professor at the University of Georgia
founding director of the Center for Simulational Physics at the University of Georgia
researchInterest Monte Carlo methods
linked to: Monte Carlo method

critical exponents
finite-size effects
nonequilibrium phenomena
phase transitions in lattice models
workInstitution University of Georgia

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Referenced by (2)

Full triples — surface form annotated when it differs from this entity's canonical label.

Kurt Binder coAuthor David P. Landau
A Guide to Monte Carlo Simulations in Statistical Physics author David P. Landau
subject linked to: David P. Landau