A quantitative Korovkin theorem for random functions with multivariate domains
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Publication:912332
DOI10.1016/0021-9045(90)90024-KzbMath0698.41016MaRDI QIDQ912332
Publication date: 1990
Published in: Journal of Approximation Theory (Search for Journal in Brave)
Related Items
Unnamed Item, Monotone approximation of random functions with multivariate domains in respect of lattice semi-norms, Interpolation of random functions, Multivariate stochastic Korovkin theory given quantitatively, Foundation of stochastic fractional calculus with fractional approximation of stochastic processes, Korovkin inequalities for stochastic processes
Cites Work
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- Miscellaneous sharp inequalities and Korovkin-type convergence theorems involving sequences of probability measures
- Korovkin systems of stochastic processes
- On the degree of weak convergence of a sequence of finite measures to the unit measure under convexity
- A note on stochastic methods in connection with approximation theorems for positive linear operators
- Extension of positive operators and Korovkin theorems
- On the universal Korovkin closure of subsets in vector lattices
- A note on Korovkin test families
- Quantitative results for positive linear approximation operators
- Ein allgemeiner Korovkin-Satz für lokalkonvexe Vektorverbände
- On approximation of continuously differentiable functions by positive linear operators
- Positive spline operators and orthogonal splines
- On approximation by linear positive operators
