Classical Analysis: Proceedings of the 8th Symposium, 18-24 September 1995, Kazimierz Dolny, PolandTomasz Mazur |
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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 |
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Common terms and phrases
Applying assume Borel bounded brownian called classical closed coefficients coherent compact complete condition consequence consider continuous convergent Corollary defined Definition denote dense domain easy element equality equations equivalent exists fact finite formula function gaussian given gives H₁ H₂ hence Hermite functions Hilbert space holomorphic ideal implies inequality integral introduce invariant Lē(R Lemma linear Math Mathematics mean measure moment problem Moreover Note o-algebra observe obtain obvious orthogonal polynomials positive presented probability problem Proof properties Proposition prove quantum random Schwartz distribution random variable relation Remark representation respect result satisfies sequence side spectral spectrum subset subspace supp taking theorem topology transform unique unitary operators values vector verified weight