Infinite dimensional oscillatory integrals as projective systems of functionals (Q904193)
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scientific article; zbMATH DE number 6529321
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Infinite dimensional oscillatory integrals as projective systems of functionals |
scientific article; zbMATH DE number 6529321 |
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Infinite dimensional oscillatory integrals as projective systems of functionals (English)
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12 January 2016
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The authors summarize the contents of this paper in the abstract of the paper as follows:The theory of infinite dimensional oscillatory integrals and some of its applications are discussed, with special attention to the relations with the original work of K. Itô in this area. A recent general approach to infinite dimensional integration which unifies the case of oscillatory integrals and the case of probabilistic type integrals is presented, together with some new developments.
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integration theory via linear continuous functionals
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measure theory on infinite dimensional spaces
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Feynman path integrals
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0.87619853
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0.86677504
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0.86367357
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0.8620706
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0.86101514
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