'Ising model' presentation slideshows

Adaptive annealing: a near-optimal connection between sampling and counting

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Atomistic modelling 1: Basic approach and pump-probe calculations

Roy Chantrell Physics Department, York University. Atomistic modelling 1: Basic approach and pump-probe calculations. Thanks to. Natalia Kazantseva, Richard Evans, Tom Ostler, Joe Barker, Physics Department University of York Denise Hinzke, Uli Nowak,

824 views • 66 slides

Cluster Monte Carlo Algorithms: Jian-Sheng Wang National University of Singapore

Cluster Monte Carlo Algorithms: Jian-Sheng Wang National University of Singapore. Outline. Introduction to Monte Carlo and statistical mechanical models Cluster algorithms Replica Monte Carlo. 1. Introduction to MC and Statistical Mechanical Models. Stanislaw Ulam (1909-1984).

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Modeling Nature March 2009

Modeling Nature March 2009. Modeling Nature. LECTURE 6: Self-Organisation. Overview. Percolation and Ising spin models Definition of self-organization Local and global interaction Natural patterns Flocking and Boids Synchronization of clapping and fireflies

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Ferromagnetic Clustering

Ferromagnetic Clustering. Data clustering using a model granular magnet. Introduction.

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Physical Fluctuomatics 13th Quantum-mechanical extensions of probabilistic information processing

Physical Fluctuomatics 13th Quantum-mechanical extensions of probabilistic information processing. Kazuyuki Tanaka Graduate School of Information Sciences, Tohoku University kazu@smapip.is.tohoku.ac.jp http://www.smapip.is.tohoku.ac.jp/~kazu/. Contents. Introduction

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Universal Behavior of Critical Dynamics far from Equilibrium Bo ZHENG

Universal Behavior of Critical Dynamics far from Equilibrium Bo ZHENG Physics Department, Zhejiang University P. R. China. Contents I Introduction II Short-time dynamic scaling III Applications * second order transitions * Kosterlitz-Thouless transitions

490 views • 37 slides

The q -Dependent Susceptibility of Quasiperiodic Ising Models

The q -Dependent Susceptibility of Quasiperiodic Ising Models. By Helen Au-Yang and Jacques H.H. Perk Supported by NSF Grant PHY 01-00041. Outline. Introduction: Quasicrystals: q -Dependent Susceptibility: Regular lattice with Quasi-periodic interactions :

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8. Selected Applications

8. Selected Applications. Applications of Monte Carlo Method. Structural and thermodynamic properties of matter [gas, liquid, solid, polymers, (bio)-macro-molecules] Ising model as an example. Equilibrium Statistical Mechanics.

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Ising Model

These slides provide some background material on the Ising model that I found at http://www3.nd.edu/~mcbg/tutorials/2006/tutorial/ising.html The slides that you can download from there credit Professor Mark Alber and Ivan Gregoretti. (The website looks great! Lots of neat material there.).

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SLE and conformal invariance for critical Ising model

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A different view of independent sets in bipartite graphs

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Computational Physics - Monte Carlo Methods

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F.Corberi M. Zannetti E.L.

The generalization of fluctuation-dissipation theorem and a new algorithm for the computation of the linear response function. F.Corberi M. Zannetti E.L. R can be related to the overlap probability distribution P(q) of the equilibrium state. Franz, Mezard, Parisi e Peliti PRL 1998.

237 views • 17 slides

Ising Model

4.27k views • 17 slides

On Using Graphics Hardware for Scientific Computing

On Using Graphics Hardware for Scientific Computing ________________________________________________. Stan Tomov June 23, 2006. Outline. Motivation Literature review The graphics pipeline Programmable GPUs Some application examples Performance results Conclusion. Motivation.

284 views • 16 slides

Hydrodynamical Evolution near the QCD Critical End Point

Hydrodynamical Evolution near the QCD Critical End Point. Duke University Chiho NONAKA. in Collaboration with. Masayuki Asakawa ( Kyoto University ). November, 2003@Collective Flow and QGP properties, BNL. RHIC. T. Critical end point. CFL. 2SC. m. GSI. Critical End Point in QCD ?.

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Visuelle Kodierung

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The Ising Model of Ferromagnetism

The Ising Model of Ferromagnetism. by Lukasz Koscielski Chem 444 Fall 2006. Ferromagnetism. Magnetic domains of a material all line up in one direction. In general, domains do not line up ? no macroscopic magnetization. Can be forced to line up in one direction.

539 views • 11 slides

The Ising Model

The Ising Model. Mathematical Biology Lecture 5 James A. Glazier (Partially Based on Koonin and Meredith, Computational Physics , Chapter 8). Ising Model Basics. A Simple, Classical Model of a Magnetic Material.

714 views • 10 slides