Espaces hilbertiens symétriques et produits tensoriels continus
Séminaire Équations aux dérivées partielles (Polytechnique) (1971-1972)
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top- [1] A. Guichardet: Symmetric Hilbert Spaces and Related Topics: Infinitely Divisible Positive Definite Functions. Continuous Products and Tensor Products, Gaussian and Poissonian Stochastic Processes, University of Minnesota, Minneapolis, Spring 1971. Zbl0265.43008MR493402
- [2] H. Araki, E.J. Woods: Complete Boolean Algebras of Type I factors, Publ. R. I. M. S., Kyoto University, t.2, 1966, p. 157-242. Zbl0169.17601MR203497
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- [4] G. Kallianpur: The Role of Reproducing Kernel Hilbert Spaces in the Study of Gaussian Processes, Advances in Proba., t.2, M. Dekker, New York1970. Zbl0234.60058MR283866
- [5] H. Araki: Factorizable Representation of Current Algebra, Publ. R. I. M. S., Kyoto University, T.5, 1970, p. 361-422. Zbl0238.22014MR263326