Type

Journal Article

Authors

E. G. F. Thomas
T. C. Dorlas

Subjects

Physics

Topics
hamiltonian v v measure radon

The discrete Feynman integral (2008)

Abstract We construct a genuine Radon measure with values in B(l^2(Z^d)) on the set of paths in Z^d representing Feynman’s integral for the discrete Laplacian on l^2(Z^d), and we prove the Feynman integral formula for the solutions of the Schrödinger equation with Hamiltonian H = (-1/2)∆ + V , where ∆ is the discrete Laplacian and V is an arbitrary bounded potential.
Collections Ireland -> DAIR -> Open Access DRIVERset
Ireland -> DAIR -> Type = Article
Ireland -> DAIR -> Status = Preprint

Full list of authors on original publication

E. G. F. Thomas, T. C. Dorlas

Experts in our system

1
T. C. Dorlas
DAIR
Total Publications: 44