Regularization of Hamiltonians and Processes
- S. Albeverio(,)
- Bielefeld U. and
- Marseille, CPT and
- Marseille U., Luminy and
- Oslo U.
- R. Hoegh-Krohn(,)
- Bielefeld U. and
- Marseille, CPT and
- Marseille U., Luminy and
- Oslo U.
- L. Streit()
- Bielefeld U. and
- Marseille, CPT and
- Marseille U., Luminy and
- Oslo U.
20 pages
Published in:
- J.Math.Phys. 21 (1980) 1636
DOI:
Report number:
- CPT-78-PE-1057
Citations per year
Abstract: (AIP)
For Markov processes and Hamiltonians given by energy forms, singular drift coefficients and potentials, more general than distributions, are allowed. We show that the forms can be regularized in such a way that the approximating processes and semigroups converge as the regularization is removed.- RENORMALIZATION: REGULARIZATION
- QUANTUM MECHANICS
- ENERGY: ANALYTIC PROPERTIES
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