Integral Representation of Second Quanti
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Y.J. Lee
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Article
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1995
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Elsevier Science
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English
β 779 KB
It is shown that the second quantization \(\Gamma(K)\) for a continuous linear operator \(K\) on a certain nuclear space \(E\) enjoys an integral representation on the dual space \(E^{*}\) with respect to the canonical Gaussian measure \(\mu\) on \(E^{*}\). Employing such a representation, sharper g