TY  - BOOK
AU  - Montvay,I
AU  - Münster,Gernot
ED  - Cambridge University Press.
TI  - Quantum fields on a lattice
T2  - Cambridge monographs on mathematical physics
SN  - 0521404320
AV  - QC793.3.F5 M66 1994
PY  - 1994///
CY  - Cambridge [England], New York
PB  - Cambridge University Press
KW  - Lattice field theory
KW  - Quantum field theory
KW  - Electroweak interactions
KW  - Gauge fields (Physics)
N1  - Includes bibliographical references and index; Contents;  	Preface	; 1	Introduction	;  	1.1	Historical remarks	;  	1.2	Path integral in quantum mechanics	;  	1.3	Euclidean quantum field theory	;  	1.4	Euclidean functional integrals	;  	1.5	Quantum field theory on a lattice	;  	1.6	Continuum limit and critical behaviour	;  	1.7	Renormalization group equations	;  	1.8	Thermodynamics of quantum fields	; 2	Scalar fields	;  	2.1	[phi [superscript 4]] model on the lattice	;  	2.2	Perturbation theory	;  	2.3	Hopping parameter expansions	;  	2.4	Luscher-Weisz solution and triviality of the continuum limit	;  	2.5	Finite-volume effects	;  	2.6	N-component model	; 3	Gauge fields	;  	3.1	Continuum gauge fields	;  	3.2	Lattice gauge fields and Wilson's action	;  	3.3	Perturbation theory	;  	3.4	Strong-coupling expansion	;  	3.5	Static quark potential	;  	3.6	Glueball spectrum	;  	3.7	Phase structure of lattice gauge theory	; 4	Fermion fields	;  	4.1	Fermionic variables	;  	4.2	Wilson fermions	;  	4.3	Kogut-Susskind staggered fermions	;  	4.4	Nielsen-Ninomiya theorem and mirror fermions	;  	4.5	QED on the lattice	; 5	Quantum chromodynamics	;  	5.1	Lattice action and continuum limit	;  	5.2	Hadron spectrum	;  	5.3	Broken chiral symmetry on the lattice	;  	5.4	Hadron thermodynamics	; 6	Higgs and Yukawa models	;  	6.1	Lattice Higgs models	;  	6.2	Lattice Yukawa models	; 7	Simulation algorithms	;  	7.1	Numerical simulation and Markov processes	;  	7.2	Metropolis algorithms	;  	7.3	Heatbath algorithms	;  	7.4	Fermions in numerical simulations	;  	7.5	Fermion algorithms based on differential equations	;  	7.6	Hybrid Monte Carlo algorithms	;  	7.7	Cluster algorithms	; 8	Appendix	;  	8.1	Notation conventions and basic formulas	;  	References	;  	Index
ER  -