<--- Back to Details
First PageDocument Content
Magnetism / Partial differential equations / Bethe ansatz / Integrable system / Hans Bethe / Ansatz / Solvable / Boson / Thirring model / Physics / Condensed matter physics / Quantum field theory
Date: 2015-01-07 00:59:52
Magnetism
Partial differential equations
Bethe ansatz
Integrable system
Hans Bethe
Ansatz
Solvable
Boson
Thirring model
Physics
Condensed matter physics
Quantum field theory

Microsoft Word[removed]Guan XW

Add to Reading List

Source URL: www.phy.cuhk.edu.hk

Download Document from Source Website

File Size: 81,99 KB

Share Document on Facebook

Similar Documents

Physics / Science and technology / Academia / Nobel laureates in Physics / Philosophers of science / Operation Epsilon / Arnold Sommerfeld / Werner Heisenberg / Peter Debye / Hans Bethe / Sommerfeld / Niels Bohr

Sci & Educ:707–710 DOIs11191x BOOK REVIEW Michael Eckert: Arnold Sommerfeld: Science, Life and Turbulent Times 1868–1951, Translated by Tom

DocID: 1pPio - View Document

Politics / First Amendment to the United States Constitution / Censorship / Freedom of expression / Prior restraint / Teller–Ulam design / Howard Morland / Hans Bethe / New York Times Co. v. United States / Science / United States / United States government secrecy

Stone/Every r3P 189–Chapter

DocID: 1gqce - View Document

Nuclear weapon design / Radioactivity / Actinides / Manhattan Project / Code names / Plutonium / Nuclear fission / Trinity / Hans Bethe / Physics / Nuclear physics / Nuclear technology

PDF Document

DocID: 19rVm - View Document

International relations / Technology / Federation of American Scientists / Science and technology in the United States / United States government secrecy / Hans Bethe / Bulletin of the Atomic Scientists / Nuclear proliferation / Nuclear Non-Proliferation Treaty / Arms control / Nuclear weapons / Science

Public Interest Report THE FEDERATION OF AMERICAN SCIENTISTS Volume 59, Number 1 Winter 2006

DocID: 18Nnu - View Document

Statistical mechanics / Magnetic ordering / Condensed matter physics / Hans Bethe / Bethe lattice / Ising model / Cavity method / Spin glass / Lattice / Physics / Lattice models / Lie groups

arXiv:1412.6362v1 [cond-mat.dis-nn] 19 DecSpin systems on hypercubic Bethe lattices: A Bethe-Peierls approach Alexander Mozeika† and Anthony CC Coolen†‡ † Department of Mathematics, King’s College London

DocID: 189jp - View Document