Embedding of weak Markov systems

Author:

Zalik R.A

Publisher

Elsevier BV

Subject

Applied Mathematics,General Mathematics,Numerical Analysis,Analysis

Reference7 articles.

1. Every T-space is equivalent to a T-space of continuous functions;Gopinath;J. Approx. Theory,1981

2. Tchebycheff Systems: With Applications in Analysis and Statistics;Karlin,1966

3. On variation diminishing approximation methods;Schoenberg,1959

4. Subspaces of weak and oriented Tchebyshev spaces;Stockenberg;Manuscripta Math.,1977

5. Weak Tchebyshev-spaces and generalizations of a theorem of Krein;Stockenberg;J. Approx. Theory,1979

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1. Čebyšev and Weak Čebyšev Systems;Total Positivity and Its Applications;1996

2. Integral representation of normalized weak Markov systems;Journal of Approximation Theory;1992-01

3. Integral representation of Markov systems and the existence of adjoined functions for Haar spaces;Journal of Approximation Theory;1991-04

4. Splicing of Markov and weak Markov systems;Journal of Approximation Theory;1989-10

5. Integral representation and embedding of weak Markov systems;Journal of Approximation Theory;1989-07

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