Truncated eigenvalue equation and long wavelength behavior of lattice gauge theory

Details Truncated eigenvalue equation and long wavelength behavior of lattice gauge theory Truncated eigenvalue equation and long wavelength behavior of lattice gauge theory

1995-09-07

arxiv.org/abs/hep-th/9509032v1

Nucl.Phys.Proc.Suppl. 47 (1996) 827-830

Physics

High Energy Physics

High Energy Physics - Theory

Latex file, 4 pages, plus 4 figures encoded with uufiles

Scientific paper

We review our new method, which might be the most direct and efficient way for approaching the continuum physics from Hamiltonian lattice gauge theory. It consists of solving the eigenvalue equation with a truncation scheme preserving the continuum limit. The efficiency has been confirmed by the observations of the scaling behaviors for the long wavelength vacuum wave functions and mass gaps in (2+1)-dimensional models and (1+1)-dimensional $\sigma$ model even at very low truncation orders. Most of these results show rapid convergence to the available Monte Carlo data, ensuring the reliability of our method.

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