'Quantum monte carlo' presentation slideshows

Theoretical Methods for Surface Science part I

Theoretical Methods for Surface Science part I. Johan M. Carlsson Theory Department Fritz-Haber-Institut der Max-Planck-Gesellschaft Faradayweg 4-6, 14195 Berlin. Bulk. Surfaces. A. I. II. The surface break the 3D-periodicity of the bulk crystal

1.03k views • 47 slides

A quantum Monte Carlo study of noncovalent interactions

660 views • 45 slides

Nuclear Structure Theory, Introduction Witold Nazarewicz (UTK/ORNL)

535 views • 41 slides

Quantum spin dynamics in 1D antiferromagnets.

Quantum spin dynamics in 1D antiferromagnets. Igor Zaliznyak. Neutron Scattering Group. Outline. Excitation continuum in 1D S=1 Heisenberg antiferromagnet (Haldane chain). Luttinger liquid behavior in the high-field phase of a Haldane chain

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DMR-0205328

532 views • 35 slides

DMR-0205328

373 views • 35 slides

Classical and Quantum Monte Carlo Methods

Classical and Quantum Monte Carlo Methods. Or: Why we know as little as we do about interacting fermions. Erez Berg Student/Postdoc Journal Club, Oct. 2007. Outline. Introduction to MC Quantum and classical statistical mechanics Classical Monte Carlo algorithm for the Ising model

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Applications of QMC to Geophysics Ronald Cohen Geophysical Laboratory Carnegie Institution of Washington cohen@gl.ciw.ed

535 views • 25 slides

Quantum Monte-Carlo for Non-Markovian Dynamics

Quantum Monte-Carlo for Non-Markovian Dynamics. Guillaume Hupin GANIL, Caen FRANCE. Collaborator : Denis Lacroix. Exact TCL2 (perturbation) TCL4. NZ2 NZ4. Overview. System. Environment. Motivation in nuclear physics : Fission and Fusion.

424 views • 24 slides

F.F. Assaad.

Numerical approaches to the correlated electron problem: Quantum Monte Carlo. F.F. Assaad. The Monte Carlo method. Basic . Spin Systems. World-lines, loops and stochastic series expansions. The auxiliary field method I The auxiliary filed method II

363 views • 17 slides

Electrons in Materials Density Functional Theory Richard M. Martin

Electrons in Materials Density Functional Theory Richard M. Martin. d orbitals. Electron density in La 2 CuO 4 - difference from sum of atom densities - J. M. Zuo (UIUC). Outline. Many Body Problem!

342 views • 16 slides

Monte Carlo Methods in Statistical Mechanics

Monte Carlo Methods in Statistical Mechanics . Aziz Abdellahi CEDER group. Materials Basics Lecture : 08/18/2011. What is Monte Carlo ?. Monte Carlo is an administrative area of the principality of Monaco. Famous for its casinos ! .

346 views • 12 slides

Physics 795: Condensed Matter Theory

Physics 795: Condensed Matter Theory. Ralf Bundschuh Jason Ho C. Jayaprakash Julia Meyer Bruce Patton Bill Putikka Mohit Randeria Will Saam David Stroud Nandini Trivedi John Wilkins. Condensed Matter Theorists @ OSU. B. Patton. C. Jayaprakash. R. Bundschuh. J. Ho. J. Meyer.

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Preliminary Look

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A new kind of quantum criticality in which

Lattice Models for Deconfined Criticality Ribhu Kaul, University of Kentucky Research Foundation, DMR 1056536. A new kind of quantum criticality in which

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He 2 + The Hartree Fock wavefunction of the molecular ion He 2 + has the simple form:

334 views • 1 slides