<--- Back to Details
First PageDocument Content
Soliton / Ising model / Particle physics / Joint Institute for Nuclear Research / Phase transition / Dorin N Poenaru / Physics / Statistical mechanics / Horia Hulubei
Date: 2007-10-22 05:46:52
Soliton
Ising model
Particle physics
Joint Institute for Nuclear Research
Phase transition
Dorin N Poenaru
Physics
Statistical mechanics
Horia Hulubei

SCIENTIFIC REPORT[removed]IFIN-HH

Add to Reading List

Source URL: www.nipne.ro

Download Document from Source Website

File Size: 1,94 MB

Share Document on Facebook

Similar Documents

Geometry / Mathematics / Geometric group theory / Group theory / Kazhdan's property / Random group / Collapsing manifold / Isoperimetric inequality / Isoperimetric dimension / Hyperbolic metric space

A 1’st order phase transition via property T May 2007 A model proposed by Gromov [1] in 1992 consists in picking uniformly and independently 3n d realtors among the 3n possible reduced words of length n on the generato

DocID: 1xUu1 - View Document

Metabolomic analysis reveals that carnitines are key regulatory metabolites in phase transition of the locusts Rui Wua,1, Zeming Wub,1, Xianhui Wanga,1, Pengcheng Yanga, Dan Yua, Chunxia Zhaob, Guowang Xub,2, and Le Kang

DocID: 1vrXJ - View Document

Problem Difficulty and the Phase Transition in Heuristic Search Eldan Cohen and J. Christopher Beck Department of Mechanical & Industrial Engineering University of Toronto Toronto, Canada {ecohen, jcb}@mie.utoronto.ca

DocID: 1vf9m - View Document

Supplemental Materials Phase transition model of neuronal network This theoretical model describes (1) the structure of network synchronous activity, (2) the internal state of single cells embedded in a network, and (3)

DocID: 1v6XR - View Document

SHARP PHASE TRANSITION IN THE RANDOM STIRRING MODEL ON TREES ALAN HAMMOND Abstract. We establish that the phase transition for infinite cycles in the random stirring model on an infinite regular tree of high degree is sh

DocID: 1uOXx - View Document