This volume consists of a long monographic paper by J. Hoffmann-Jorgensen and a number of shorter research papers and survey articles covering different aspects of functional analysis and its application to probability theory and differential equations.
This volume consists of a long monographic paper by J. Hoffmann-Jorgensen and a number of shorter research papers and survey articles covering different aspects of functional analysis and its application to probability theory and differential equations.
Unitary colligations in Krein spaces and their role in the extension theory of isometries and symmetric linear relations in Hilbert spaces.- Quadratic and sesquilinear forms. Contributions to characterizations of inner product spaces.- The general marginal problem.- Invariant subspaces of shifts in quaternionic Hilbert space.- Energy in Markov processes.- On the almost convergence.- p-nuclear operators and cylindrical measures on tensor products of Banach spaces.
Unitary colligations in Krein spaces and their role in the extension theory of isometries and symmetric linear relations in Hilbert spaces.- Quadratic and sesquilinear forms. Contributions to characterizations of inner product spaces.- The general marginal problem.- Invariant subspaces of shifts in quaternionic Hilbert space.- Energy in Markov processes.- On the almost convergence.- p-nuclear operators and cylindrical measures on tensor products of Banach spaces.
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