LATTICE GAUGE THEORIES (4TH ED) - Heinz J Rothe
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The Path Integral Approach to Quantization; The Free Scalar Field on the Lattice; Fermions on the Lattice; Abelian Gauge Fields on the Lattice and Compact QED; Non-Abelian Gauge Fields on the Lattice. Compact QCD; The Wilson Loop and the Static Quark-Antiquark Potential; The QQ- Potential in Some Simple Models; The Continuum Limit of Lattice QCD; Lattice Sum Rules; The Strong Coupling Expansion; The Hopping Parameter Expansion; Weak Coupling Expansion (I). The 3-Theory; Weak Coupling Expansion (II). Lattice QED; Weak Coupling Expansion (III). Lattice QCD; Monte Carlo Methods; Some Results of…mehr

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Produktbeschreibung
The Path Integral Approach to Quantization; The Free Scalar Field on the Lattice; Fermions on the Lattice; Abelian Gauge Fields on the Lattice and Compact QED; Non-Abelian Gauge Fields on the Lattice. Compact QCD; The Wilson Loop and the Static Quark-Antiquark Potential; The QQ- Potential in Some Simple Models; The Continuum Limit of Lattice QCD; Lattice Sum Rules; The Strong Coupling Expansion; The Hopping Parameter Expansion; Weak Coupling Expansion (I). The 3-Theory; Weak Coupling Expansion (II). Lattice QED; Weak Coupling Expansion (III). Lattice QCD; Monte Carlo Methods; Some Results of Monte Carlo Calculations; Path-Integral Representation of the Thermodynamical Partition Function for Some Solvable Bosonic and Fermionic Systems; Finite Temperature Perturbation Theory Off and On the Lattice; Non-Perturbative QCD at Finite Temperature.
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