Article
Open Access
A Voronovskaya-type formula for SMK operators via statistical convergence
-
Ali Aral
and
Oktay Duman
Published/Copyright:
April 9, 2011
Published Online: 2011-4-9
Published in Print: 2011-4-1
© 2011 Versita Warsaw
Articles in the same Issue
- Local pseudo-BCK algebras with pseudo-product
- Regular elements in generalized hermitian algebras
- Certain properties of meromorphically multivalent functions
- A uniqueness result related to certain non-linear differential polynomials sharing the same 1-points
- Uniqueness and set sharing of derivatives of meromorphic functions
- Binomial sums involving harmonic numbers
- On some new generalized difference sequence spaces on seminormed spaces defined by a sequence of Orlicz functions
- A Voronovskaya-type formula for SMK operators via statistical convergence
- Double sequence spaces defined by a modulus
- Viscosity approximation methods for monotone mappings and a countable family of nonexpansive mappings
- Convergence rates of the LIL for random fields in Hilbert spaces
- Estimation in truncated Poisson distribution
Keywords for this article
A-statistical convergence;
Szász-Mirakjan operators;
Korovkin-type approximation theorem;
Voronovskaya-type theorem
Creative Commons
BY-NC-ND 3.0
Articles in the same Issue
- Local pseudo-BCK algebras with pseudo-product
- Regular elements in generalized hermitian algebras
- Certain properties of meromorphically multivalent functions
- A uniqueness result related to certain non-linear differential polynomials sharing the same 1-points
- Uniqueness and set sharing of derivatives of meromorphic functions
- Binomial sums involving harmonic numbers
- On some new generalized difference sequence spaces on seminormed spaces defined by a sequence of Orlicz functions
- A Voronovskaya-type formula for SMK operators via statistical convergence
- Double sequence spaces defined by a modulus
- Viscosity approximation methods for monotone mappings and a countable family of nonexpansive mappings
- Convergence rates of the LIL for random fields in Hilbert spaces
- Estimation in truncated Poisson distribution
