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Reproducing kernels in
separable Hilbert spaces
Hayri Korezlioglu |
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Vol. 25 (1968), No. 2, 305–314
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Abstract |
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A theorem on the existence of a reproducing kernel in a separable Hilbert space of functions is proved. As an application of this theorem, a method of interpolation of the functions in a separable Hilbert space with a reproducing kernel is given. This method is used to construct the elements of the Hilbert space generated by a second order stochastic process, in case this space is separable. |
Mathematical Subject Classification
Primary: 46.15
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Milestones
Received: 1 November 1966
Revised: 27 November 1967
Published: 1 May 1968
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Authors |
| Hayri Korezlioglu | |
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