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Wave Functionals of Free Real and Complex Scalar Fields on a 1+1 Dimensional Lattice by Kartavtsev, Alexander is a scholarly article available to read on EtoBox.

What is Wave Functionals of Free Real and Complex Scalar Fields on a 1+1 Dimensional Lattice about?

We obtain wave functionals of free real and complex scalar fields on a 1+1 dimensional lattice by explicitly calculating the path integral for transition from one field configuration to another. The obtained expressions are useful for cross-checking quality of approximations schemes used to study self-interacting fields on the lattice.

Author

Kartavtsev, Alexander

Published

2014

Language

EN