Description

Book Synopsis
Lattice field theory is the most reliable tool for investigating non-perturbative phenomena in particle physics. It has also become a cross-discipline, overlapping with other physical sciences and computer science. This book covers new developments in the area of algorithms, statistical physics, parallel computers and quantum computation, as well as recent advances concerning the standard model and beyond, the QCD vacuum, the glueball, hadron and quark masses, finite temperature and density, chiral fermions, SUSY, and heavy quark effective theory.

Table of Contents
Chiral Fermions and Perfect Action; Hadron and Glueball Masses; Numerical Algorithms; QCD at Finite Density and Temperature; QCD Vacuum and Topological Issues; Quantum and Parallel Computing; Statistical Mechanics; Supersymmetry, and Beyond the Standard Model.

Non-perturbative Methods And Lattice Qcd, Procs

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    A Hardback by Eric B Gregory, Xiang Qian Luo

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      View other formats and editions of Non-perturbative Methods And Lattice Qcd, Procs by Eric B Gregory

      Publisher: World Scientific Publishing Co Pte Ltd
      Publication Date: 03/05/2001
      ISBN13: 9789810245955, 978-9810245955
      ISBN10: 9810245955

      Description

      Book Synopsis
      Lattice field theory is the most reliable tool for investigating non-perturbative phenomena in particle physics. It has also become a cross-discipline, overlapping with other physical sciences and computer science. This book covers new developments in the area of algorithms, statistical physics, parallel computers and quantum computation, as well as recent advances concerning the standard model and beyond, the QCD vacuum, the glueball, hadron and quark masses, finite temperature and density, chiral fermions, SUSY, and heavy quark effective theory.

      Table of Contents
      Chiral Fermions and Perfect Action; Hadron and Glueball Masses; Numerical Algorithms; QCD at Finite Density and Temperature; QCD Vacuum and Topological Issues; Quantum and Parallel Computing; Statistical Mechanics; Supersymmetry, and Beyond the Standard Model.

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