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| Yayın | Yıl | Kaynaklar | Atıf |
|---|---|---|---|
| A New Family of Szász-Mirakyan-Type Operators Preserving Two Exponential Functions | 2026 | YÖKSİS | — |
| On mixed multidimensional exponential Kantorovich operators | 2026 | YÖKSİS | — |
| Weighted Approximation by Szász-Mirakyan-Type Operators Preserving Two Exponential Functions | 2026 | YÖKSİS | — |
| Approximation Properties of Modified Durrmeyer Forms of Exponential Sampling Series | 2025 | YÖKSİS | — |
| A Note on the Mellin-Fejer Kernels | 2025 | YÖKSİS | GS:3 · Scopus:3 |
| A new discrete operator and convergence | 2025 | YÖKSİS | GS:1 · Scopus:1 |
| An Approximation Study with Mellin Integral Operators | 2025 | YÖKSİS | — |
| On Some Weighted Approximation Results for Mellin–Fejer–Kantorovich Operators | 2025 | YÖKSİS | — |
| ON SOME WEIGHTED APPROXIMATION RESULTS FOR MELLIN-FEJER KANTOROVICH OPERATORS | 2025 | YÖKSİS | — |
| Riemann–Liouville fractional integral type exponential sampling Kantorovich series | 2024 | YÖKSİS | — |
| Operators associated with adjoint Bernoulli polynomials | 2024 | YÖKSİS | — |
| On the generalized Mellin integral operators | 2024 | YÖKSİS | GS:13 · Scopus:11 |
| Weighted approximation: Korovkin and quantitative type theorems | 2023 | ORCID | — |
| Approximation Results for Hadamard-Type Exponential Sampling Kantorovich Series | 2023 | YÖKSİS | — |
| New properties of operators preserving exponentials | 2023 | YÖKSİS | — |
| Weighted approximation: Korovkin and quantitative typetheorems | 2023 | YÖKSİS | — |
| Approximation of operators related to squared Szász-Mirakjan basis functions | 2023 | YÖKSİS | — |
| On a new approach in the space of measurable functions | 2023 | YÖKSİS | — |
| On the Modification of Mellin Convolution Operator and Its Associated Information Potential | 2023 | YÖKSİS | GS:8 · Scopus:8 |
| On a Modification of Mellin Convolution Type Operators | 2023 | YÖKSİS | — |
| On Modified Mellin–Gauss–Weierstrass Convolution Operators | 2022 | YÖKSİS | — |
| Approximation by sampling Kantorovich series in weighted spaces of functions | 2022 | YÖKSİS | — |
| Generalized Kantorovich forms of exponential sampling series | 2022 | YÖKSİS | — |
| Convergence of generalized sampling series in weighted spaces | 2022 | YÖKSİS | — |
| Approximation by Some Baskakov-Kantorovich Exponential-Type Operators | 2022 | YÖKSİS | GS:21 · Scopus:18 |
| Quantitative type theorems in the space of locally integrable functions | 2022 | YÖKSİS | GS:5 · Scopus:4 |
| On semi-exponential Gauss–Weierstrass operators | 2022 | YÖKSİS | GS:22 · Scopus:17 |
| Üstel Tipli Baskakov-Kantorovich Operatörleri ile Yaklaşım | 2022 | YÖKSİS | — |
| Üstel Fonksiyonları Koruyan İki Değişkenli Bernstein Polinomları | 2022 | YÖKSİS | — |
| On the modification of Baskakov-Kantorovich type operators preserving exponential functions | 2022 | YÖKSİS | — |
| Voronovskaja's theorem for functions with exponential growth | 2021 | YÖKSİS | — |
| Approximation of Some Classes of Functions by Landau Type Operators | 2021 | YÖKSİS | — |
| Approximation by Some Baskakov–Kantorovich Exponential-Type Operators | 2021 | YÖKSİS | — |
| Bivariate Bernstein polynomials that reproduce exponential functions | 2021 | YÖKSİS | GS:20 |
| A note on Kantorovich type Bernstein Chlodovsky operators which preserve exponential function | 2021 | YÖKSİS | — |
| Reconstruction of two approximation processes in order to reproduce eax and e2ax; a > 0 | 2021 | YÖKSİS | GS:5 |
| On Bernstein–Chlodowsky Type Operators Preserving Exponential Functions | 2020 | ORCID | — |
| Voronovskaja’xxs theorem for functions with exponential growth | 2020 | YÖKSİS | — |
| Iterated Boolean Sums of Bernstein Type Operators | 2020 | YÖKSİS | — |
| A note on Baskakov-Kantorovich type operators preservinge(-x) | 2020 | YÖKSİS | — |
| A Note on the Difference of Positive Operators and Numerical Aspects | 2020 | YÖKSİS | — |
| The Picard and Gauss-Weierstrass Singular Integrals in (p, q)-Calculus | 2020 | YÖKSİS | — |
| Differentiated Bernstein Type Operators | 2020 | YÖKSİS | GS:6 · Scopus:5 |
| Weighted approximation by modified Picard operators | 2020 | YÖKSİS | GS:10 |
| Mathematical Analysis I – Approximation Theory | 2020 | YÖKSİS | — |
| Quantitative voronovskaya type theorems for a general sequence of linear positive operators | 2019 | ORCID | — |
| Power Series of Positive Linear Operators | 2019 | YÖKSİS | — |
| On differences of linear positive operators. | 2019 | YÖKSİS | — |
| Approximation properties of Szász-Mirakyan operators preserving exponential functions | 2019 | YÖKSİS | — |
| Parametric generalization of Baskakov operators | 2019 | YÖKSİS | — |
| On approximation by some Bernstein-Kantorovich exponential-type polynomials. | 2019 | YÖKSİS | — |
| Positive Linear Operators Preserving \tau and \tau {2} | 2019 | YÖKSİS | — |
| Kantorovich-type generalization of parametric Baskakov operators | 2019 | YÖKSİS | — |
| Approximation properties of Szász-Mirakyan-Kantorovich type operators | 2019 | YÖKSİS | GS:30 · Scopus:22 |
| Operators Preserving Exponential Functions in Approximation Theory | 2019 | YÖKSİS | — |
| Bernstein-type operators that reproduce exponential functions | 2018 | ORCID | — |
| On differences of linear positive operators | 2018 | YÖKSİS | — |
| A note on Szász–Mirakyan–Kantorovich type operators preserving e{-x} e - x | 2018 | YÖKSİS | — |
| Comparison of Two-Parameter Bernstein Operator and Bernstein–Durrmeyer Variants | 2018 | YÖKSİS | — |
| Approximation by Baskakov-Durrmeyer operators based on (p, q)-integers | 2018 | YÖKSİS | — |
| A new construction of Szász-Mirakyan operators | 2018 | YÖKSİS | — |
| On Kantorovich Modification of (p, q)-Bernstein Operators | 2018 | YÖKSİS | — |
| Approximation by Bivariate (p, q)-Bernstein–Kantorovich Operators | 2018 | YÖKSİS | — |
| On approximation properties of Baskakov-Schurer-Szasz Operators preserving exponential functions | 2018 | YÖKSİS | — |
| Approximation by Baskakov-Szász-Stancu Operators preserving exponential functions | 2018 | YÖKSİS | — |
| Note On Baskakov-Schurer-Szasz Operators Preserving Constant and e^{2ax}, a>0 | 2018 | YÖKSİS | — |
| On Approximation Properties of Baskakov-Kantorovich Type Operators Preserving Exponential Function | 2018 | YÖKSİS | — |
| Note on Baskakov Operators Preserving e^{2ax}, a>0 | 2018 | YÖKSİS | — |
| On generalized Picard integral | 2018 | YÖKSİS | — |
| Simultaneous Approximation by Bernstein Type Operators Preserving Exponential Functions | 2018 | YÖKSİS | — |
| Simultaneous approximation by exponential type Bernstein operators with k-th order Kantorvich methods | 2018 | YÖKSİS | — |
| Proceedings of the Inter. Conference on Modern Math. Methods and High Performance Computing in Science and Tech. (Springer) | 2018 | YÖKSİS | — |
| Advances in Summability and Approximation Theory. Springer, Singapore | 2018 | YÖKSİS | — |
| Approximation properties of Ibragimov-Gadjiev-Durrmeyer operators on Lp<inf>(</inf>R<sup>+</sup><inf>)</inf> | 2017 | ORCID | — |
| On two classes of approximation processes of integral type | 2017 | YÖKSİS | — |
| (p,q)-variant of Szász-beta operators. | 2017 | YÖKSİS | — |
| Applications of (p,q)-gamma function to Szász Durrmeyer operators. | 2017 | YÖKSİS | — |
| title Note on Szász–Mirakyan–Durrmeyer Operators Preserving ie/i sup 2 iax/i /sup , ia/i gt0/title | 2017 | YÖKSİS | — |
| Szász–Mirakyan Type Operators Which Fix Exponentials | 2017 | YÖKSİS | — |
| Approximation properties of Ibragimov-Gadjiev-Durrmeyer operators on Lp (R) | 2017 | YÖKSİS | — |
| New integral type operators | 2017 | YÖKSİS | — |
| On Szász Mirakyan Operators Preserving {e{2ax}} | 2017 | YÖKSİS | — |
| On Baskakov Operators preserving the exponential function | 2017 | YÖKSİS | — |
| Some recent results for pointwise convergence of linear positive operators | 2017 | YÖKSİS | — |
| On Szasz-Mirakyan type operators preserving polynomials | 2017 | YÖKSİS | — |
| A generalization of Lupaş-Jain operators | 2017 | YÖKSİS | — |
| Quantiative Type Theorems | 2017 | YÖKSİS | — |
| Generalized Lupaş operators | 2017 | YÖKSİS | — |
| On Szász-Mirakyan type operators preserving polynomials | 2017 | YÖKSİS | — |
| On the modification of the Szaśz-Durrmeyer operators | 2016 | ORCID | — |
| Direct estimates for Lupaş-Durrmeyer operators | 2016 | ORCID | — |
| A generalization of Post Widder operators based on q Integers | 2016 | YÖKSİS | — |
| BERNSTEIN DURRMEYER OPERATORS BASED ON TWO PARAMETERS | 2016 | YÖKSİS | — |
| New Forms of Voronovskaya s Theorem in Weighted Theorem | 2016 | YÖKSİS | — |
| Approximation by k th order modifications of Szász Mirakyan operators | 2016 | YÖKSİS | — |
| On Discrete Picard Operators | 2016 | YÖKSİS | — |
| Bernstein Durrmeyer Operators Based on Two Paremeters | 2016 | YÖKSİS | — |
| Quantitative Voronovskaya Type Results for Polynomially Bounded Function | 2016 | YÖKSİS | — |
| On Modification of the Sza z Durrmeyer Operators | 2016 | YÖKSİS | — |
| On Kantorovich modifications of p q Baskakov operators | 2016 | YÖKSİS | — |
| Direct Estimates For Lupas Durrmeyer Operators | 2016 | YÖKSİS | — |
| Approximation by bivariate (p, q)-Bernstein–Kantorovich operators | 2016 | YÖKSİS | — |
| (p, q) -type beta functions of second kind | 2016 | YÖKSİS | — |
| The new forms of Voronovskaya's theorem in weighted spaces | 2016 | YÖKSİS | — |
| Bernstein operators which preserve exponential functions | 2016 | YÖKSİS | — |
| On Quantiative Voronovkaya Type Theorems | 2016 | YÖKSİS | — |
| A note on Baskakov operators based on a function v | 2016 | YÖKSİS | — |
| A generalization of Post Widder operators based on q integers | 2016 | YÖKSİS | — |
| On Approximation Properties of a New Type of Bernstein Durrmeyer Operators | 2015 | YÖKSİS | — |
| Convergence properties of Ibragimov Gadjiev Durrmeyer operators | 2015 | YÖKSİS | — |
| Simultaneous approximation with generalized Durrmeyer operators | 2015 | YÖKSİS | — |
| On Pointwise Convergence of Bernstein Operators and Their Derivatives | 2015 | YÖKSİS | — |
| q Voronovskaya Type Theorems for q Baskakov Operators | 2015 | YÖKSİS | — |
| Approximation Properties of King Type Szasz Mirakyan Operators | 2015 | YÖKSİS | — |
| On Kantorovich Modifications of Szasz Operators | 2015 | YÖKSİS | — |
| Weighted approximation by new Bersntein Stancu Chlodowsky polynomials | 2015 | YÖKSİS | — |
| On approximation properties of generalized Durrmeyer operators | 2015 | YÖKSİS | — |
| Modified Bernstein Durrmeyer operators | 2014 | YÖKSİS | — |
| Power Series Of Beta Operators | 2014 | YÖKSİS | — |
| Approximation by complex q Baskakov operators in compact disks | 2014 | YÖKSİS | — |
| On the Generalized Szasz Mirakyan Type Operators | 2014 | YÖKSİS | — |
| A New Type Bernstein Durrmeyer Operators | 2014 | YÖKSİS | — |
| Voronovskaya type theorem with q derivatives on unbounded sets | 2014 | YÖKSİS | — |
| Approximation properties of two dimensional Bernstein Stancu Chlodowsky operators | 2013 | YÖKSİS | — |
| Some approximation properties of complex q Gauss Weierstrass type integral operators in the unit disk | 2013 | YÖKSİS | — |
| On certain q Baskakov Durrmeyer operators | 2013 | YÖKSİS | — |
| Weighted Approximation by new Bernstein Chlodowsky Gadjiev operators | 2013 | YÖKSİS | — |
| Remark on weighted approximation properties of generalized Picard operators | 2013 | YÖKSİS | — |
| Generalized Durrmeyer Operators and Voronovskaya Type Results | 2013 | YÖKSİS | — |
| SOME APPROXIMATION PROPERTIES OF COMPLEX q GAUSS WEIERSTRASS TYPE INTEGRAL OPERATORS IN THE UNIT DISK | 2013 | YÖKSİS | GS:6 |
| Remark On Weighted Approxımation Properties of Generalized Pıcard Operators | 2013 | YÖKSİS | — |
| Applications of q calculus in operator theory | 2013 | YÖKSİS | — |
| Approximation by q Szász Mirakyan Baskakov operators | 2012 | YÖKSİS | — |
| Voronovskaya type result for q derivative of q Baskakov operators | 2012 | YÖKSİS | — |
| On the q analogue of Stancu beta operators | 2012 | YÖKSİS | — |
| Approximation by q Szazs Mirakyan Baskakov operators | 2012 | YÖKSİS | — |
| Rate of convergence for generalized Szász operators | 2011 | ORCID | — |
| Generalized q Baskakov operators | 2011 | YÖKSİS | — |
| Generalized Szász Durrmeyer operators | 2011 | YÖKSİS | — |
| Rate of Convergence of Generalized Szasz Operators | 2011 | YÖKSİS | — |
| Approximation by q Baskakov beta operators | 2011 | YÖKSİS | — |
| Some approximation properties of q Baskakov Durrmeyer operators | 2011 | YÖKSİS | — |
| Voronovskaya type formula for SMK operators via statistical convergence | 2011 | YÖKSİS | — |
| Weighted approximation properties of generalized Picard operators | 2011 | YÖKSİS | GS:4 |
| On Gauss Weierstrass type integral operators | 2010 | YÖKSİS | — |
| Convergence of the q analogue of Szász beta operators | 2010 | YÖKSİS | — |
| On the Durrmeyer type modification of the q Baskakov type operators | 2010 | YÖKSİS | — |
| Generalized Baskakov beta operators | 2009 | YÖKSİS | — |
| On q Baskakov type operators | 2009 | YÖKSİS | — |
| Generalized Picard singular integrals | 2009 | YÖKSİS | — |
| I-convergence of positive linear operators on L<inf>p</inf> weighted spaces | 2008 | ORCID | — |
| On Kantorovich Process of a Sequence of the Generalized Linear Positive Operators | 2008 | YÖKSİS | — |
| q generalizations of the Picard and Gauss Weierstrass singular integrals | 2008 | YÖKSİS | — |
| A generalization of Szász Mirakyan operators based on q integers | 2008 | YÖKSİS | — |
| I convergence of positive linear operators on Lp weighted spaces | 2008 | YÖKSİS | — |
| Pointwise approximation by the generalization of Picard and Gauss Weierstrass singular integrals | 2008 | YÖKSİS | — |
| Weighted L<inf>p</inf>-approximation with positive linear operators on unbounded sets | 2007 | ORCID | — |
| Fine limits of generalized potential type integral operators with non isotropic kernel | 2007 | YÖKSİS | — |
| On behaviour of the Riesz and generalized Riesz potentials as order tends to zero | 2007 | YÖKSİS | — |
| The estimates of approximation by using a new type of weighted modulus of continuity | 2007 | YÖKSİS | — |
| Weighted Lp approximation with positive linear operators on unbounded sets | 2007 | YÖKSİS | — |
| Bleimann, Butzer, and Hahn Operators Based on the -Integers | 2007 | YÖKSİS | — |
| THE WEIGHTED Lp APPROXIMATION WITH POSITIVE OPERATORS ON BOUNDED SETS | 2007 | YÖKSİS | — |
| The q-derivative and applications to q-Szász Mirakyan operators | 2006 | ORCID | — |
| THE q DERIVATIVE AND APPLICATIONS TO q SZASZ MIRAKYAN OPERATORS | 2006 | YÖKSİS | — |
| ON APPROXIMATION PROPERTIES OF A FAMILY OF LINEAR OPERATORS AT CRITICAL VALUE OF PARAMETER | 2006 | YÖKSİS | — |
| ON THE GENERALIZED PICARD AND GAUSS WEIERSTRASS SINGULAR INTEGRALS | 2006 | YÖKSİS | — |
| Function approximation by singular integral and applications | 2005 | ORCID | — |
| On a generalized Gauss Weierstrass singular integral | 2005 | YÖKSİS | — |
| Approximation Properties of Kantorovich Extension of Ibragimov-Gadjiev Operators | 2005 | YÖKSİS | — |
| Function Approximation by Singular Integrals and Applica- tions | 2005 | YÖKSİS | — |
| The Kantorovich Form of Ibragimov-Gadjiev Operators | 2005 | YÖKSİS | — |
| The Order of Approximation by Singular Integral | 2005 | YÖKSİS | — |
| Direct estimates and Lp approximation properties for Agratini operators and their integral form | 2004 | YÖKSİS | — |
| Approximation by Ibragimov Gadjiev operators in polynomial weighted space | 2003 | YÖKSİS | — |
| On generalized potentials type integral operators with non isotropic kernels | 2003 | YÖKSİS | — |
| On convergence of singular integrals with non isotropic kernels | 2001 | YÖKSİS | — |
| ÇÖZÜMLÜ ANALİZ PROBLEMLERİ II | 2000 | YÖKSİS | — |
| A new aspect to Baskakov operators | — | YÖKSİS | — |
Resmi YÖKSİS / kurumsal yayın kayıtları. Google Scholar, Web of Science ve Scopus listeleri yalnızca ilgili sekmelerde gösterilir.
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