Classical Analysis: Proceedings of the 8th Symposium, 18-24 September 1995, Kazimierz Dolny, PolandTomasz Mazur |
Contents
On the moduli of holomorphic functions that are smooth | 7 |
On the space of random temoered distributions having | 13 |
From the definition of a Hilbert space to the proof of spec | 49 |
Copyright | |
7 other sections not shown
Common terms and phrases
absolutely continuous spectrum admissible weight automorphism Bergman space bən Borel brownian distributions C*-algebra called class Cm closed subspace coherent compact set condition convergent Corollary defined Definition denote domain dµ(x equivalent exists finite following theorem formula Fourier Fubini theorem G₁ gaussian given group of unitary H₁ H₂ Haar integral Haar measure hence Hermite coefficients Hermite functions Hermite polynomials Hilbert space holomorphic implies inequality L²(N L²(R Lebesgue Lemma Let as consider linear locally compact Math Mathematics maximal ideal Moreover neighbourhood o-algebra obtain orthogonal p-Jacobian projection-valued measure Proposition prove quantum random Schwartz distribution random variable result satisfies scalar product sequence space H spectral measure spectral properties spectral theorem stair functions subset supp g tempered distributions tempered measure topology transform unitary operators unitary representation verified αμ