Glueball masses and symmetry restoration inSU(3) lattice gauge theory: A high statistics Monte Carlo study
Author(s) -
Ph. de Forcrand,
G. Schierholz,
H. Schneider,
M. Teper
Publication year - 1986
Publication title -
zeitschrift für physik c
Language(s) - English
Resource type - Journals
eISSN - 1431-5858
pISSN - 0170-9739
DOI - 10.1007/bf01559597
Subject(s) - scaling , monte carlo method , physics , lattice (music) , glueball , statistical physics , statistics , mathematics , quantum mechanics , geometry , acoustics , meson
We calculate 0++, 2++ and 1−+ correlation functions for a wide range of momenta in a high statisticsSU(3) study on an 84 lattice: 28,000 sweeps at β=5.7 and 18,000 at β=5.9. We obtain an accurate confirmation of the restoration of the continuum relativistic dispersion relation,E2=p2+m2, and of rotational invariance. We obtain accurate 2++ mass estimates up to two lattice spacings, and confirm consistency with asymptotic scaling. For the 1−+ the results are much poorer and we can only present some very crude mass estimates. We compare our 0++ data to our previous calculations with a source, and make some statements about the relative efficiencies of source and variational calculations in this range of couplings
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