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Hamiltonian path integrals in momentum space representation via white noise techniques

Article ID Journal Published Year Pages File Type
1900412 Reports on Mathematical Physics 2014 17 Pages PDF
Abstract
The concepts of Feynman integrals in white noise analysis are used to construct the Feynman integrand for the harmonic oscillator in momentum space representation as a Hida distribution. Moreover it is shown that in a limit sense, the potential free case fulfills the conservation of momentum.
Keywords
Feynman integralswhite noise analysisMathematical physics
Related Topics
Physical Sciences and Engineering Mathematics Mathematical Physics
Preview
Hamiltonian path integrals in momentum space representation via white noise techniques
Authors
Wolfgang Bock,
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Journal
Reports on Mathematical Physics
Journal: Reports on Mathematical Physics
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