We describe a compact, optimized algorithm for analyzing the mutual geometric relations between links and elementary squares in a d-dimensional lattice. The algorithm is used to compute plaquettes in Monte Carlo simulations of gauge field dynamics. In such kind of applications our algorithm, due to its recursive nature, allows one to compute all the plaquettes in a model by means of a technique which is the same for any number of dimensions d. Finally, we indicate how the actual Fortran implementation would be made.
A COMPACT ALGORITHM FOR THE IMPLEMENTATION OF MONTE CARLO KINEMATICS IN COMPUTER SIMULATIONS OF D-DIMENSIONAL LATTICE GAUGE THEORIES
MATONE, MARCO
1987
Abstract
We describe a compact, optimized algorithm for analyzing the mutual geometric relations between links and elementary squares in a d-dimensional lattice. The algorithm is used to compute plaquettes in Monte Carlo simulations of gauge field dynamics. In such kind of applications our algorithm, due to its recursive nature, allows one to compute all the plaquettes in a model by means of a technique which is the same for any number of dimensions d. Finally, we indicate how the actual Fortran implementation would be made.File in questo prodotto:
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