A New Approach to Numerical Quantum Field Theory
arXiv:hep-ph/9312236 · doi:10.1016/0370-2693(94)90499-5
Abstract
In this note we present a new numerical method for solving Lattice Quantum Field Theory. This Source Galerkin Method is fundamentally different in concept and application from Monte Carlo based methods which have been the primary mode of numerical solution in Quantum Field Theory. Source Galerkin is not probabilistic and treats fermions and bosons in an equivalent manner.
10 pages, LaTeX, BROWN-HET-908([email protected]), ([email protected]), ([email protected])
Cited by in corpus (10)
- Renormalization-group Method for Reduction of Evolution Equations; invariant manifolds and envelopes
- Fast Evaluation of Feynman Diagrams
- Source Galerkin Calculations in Scalar Field Theory
- New Numerical Method for Fermion Field Theory
- New Numerical Methods for Quantum Field Theories on the Continuum
- The Sinc Function Representation and Three-Loop Master Diagrams
- Fermions, Gauge Theories, and the Sinc Function Representation for Feynman Diagrams
- New Numerical Methods for Iterative or Perturbative Solution of Quantum Field Theory
- Numerical Field Theory on the Continuum
- Numerical Quantum Field Theory on the Continuum and a New Look at Perturbation Theory