[PDF] Top 20 On modified Dunkl generalization of Szász operators via q calculus
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On modified Dunkl generalization of Szász operators via q calculus
... of q-calculus emerged as a new area. The first q-analogue of well-known Bernstein polynomials was introduced by Lupaş by applying the idea of q-integers ...another q-analogue of the ... See full document
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Dunkl generalization of Szász operators via q calculus
... positive operators generated by the q-Dunkl generalization of the exponential ...the operators via a universal Korovkin-type theorem and a weighted Korovkin-type ...the ... See full document
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Approximation results on Dunkl generalization of Phillips operators via q calculus
... the Szász-operators de- fined by (1.1) by Dunkl generalization with an exponential function (see ...studied q-Hermite type polynomials and gave definitions of q-Dunkl ... See full document
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Approximation by a generalized class of Dunkl type Szász operators based on post quantum calculus
... linear operators on unbounded sets, and theorems that are analogous to ...B.: Dunkl generalization of Szász operators via ...type generalization of Dunkl analogue ... See full document
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Convergence of the q Stancu Szász Beta type operators
... constructed q-Szász operators and obtained rate of global convergence in the frame of weighted spaces and a Voronovskaja type theorem for these ...the q-analog of the Szász-Beta type ... See full document
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A Dunkl type generalization of Szász operators via post quantum calculus
... a Dunkl analogue of Szász operators via a generalization of the exponential function given by ...the q-Dunkl classical q-Hermite type ...of q-Dunkl ... See full document
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Dunkl generalization of Phillips operators and approximation in weighted spaces
... linear operators on unbounded sets, and theorems that are analogous to ...B. Dunkl generalization of Szász operators via ...type generalization of Dunkl analogue of ... See full document
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Approximation by modified Kantorovich–Stancu operators
... Bernstein–Kantorovich–Stancu operators have been modified and stud- ied by many ...λ-Bernstein operators, and a Kantorovich variant of the modified Bernstein operators was introduced and studied in ... See full document
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Statistical approximation of modified Schurer type q Bernstein Kantorovich operators
... a q-analogue of Bernstein operators, and in another q- generalization of the Bernstein polynomials was introduced by Phillips ...the q-integers attracted a lot of interest and were ... See full document
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On \((p,q)\) Szász Mirakyan operators and their approximation properties
... linear operators introduced by using ...used q-calculus to define q-Bernstein polynomials, and later Phillips [] pro- posed a generalization of Bernstein polynomials based on ...(p, ... See full document
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Some statistical approximation properties of Kantorovich type q Bernstein Stancu operators
... studied q analogue of Bernstein ...of q-calculus in the approximation theory have become one of the main area of research, q-calculus has been extensively used for constructing various ... See full document
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A generalized Dunkl type modifications of Phillips operators
... quantum calculus, known as q-calculus, was studied by Jackson, Euler, and Jakobi (see [5, ...of q-calculus has most significance and efficiency in the field of sciences such as mathematics, ... See full document
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Dunkl Generalization of q-Parametric Szasz-Mirakjan Operators
... of q-calculus emerged as a new area in the field of approx- imation ...first q-analogue of Bernstein polynomials was introduced by Lupa¸s [15] and later Phillips [23] considered another ... See full document
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Dunkl generalization of q Szász Mirakjan Kantorovich operators which preserve some test functions
... Proof Taking into account () of Lemma . and following similar steps to Theorem ., we have the proof of Theorem .. So we omit the details of the proof. From (.), it follows that the above claim also holds for ... See full document
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21. {q}-analogues of Saigo's fractional calculus operators
... fractional q-calculus, starting from the q- analogue of Cauchy’s formula ...fractional q-integral operators and q-derivatives, where he proved the semigroup properties for left ... See full document
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Dirichlet type problems for Dunkl-Poisson equations
... of Dunkl operators and review some results on the theory of Dunkl-Clifford ...differential operators, we study one representation of real analytic functions by Dunkl-harmonic ...for ... See full document
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A Study on Some New Results Arising from p; q -Calculus
... operators that are a generalization of q-Bernstein operators and they also considered approximation properties based on Korovkin’s type approximation theorem of (p; q)-Bernstein ... See full document
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On the (p,q)−Stancu Generalization of a Genuine Baskakov-Durrmeyer Type Operators
... 1−s q , A > 0. (2.2) In the formula (2.2), K(A, n) = q n(n−1)/2 and K(A, 0) = 1 for n ∈ N ...(p, q)-beta functions B p,q (n, k), as a generalization of B q (n, k), A > 0 ... See full document
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2. Generalized $q$-Hermite Polynomials and the $q$-Dunkl Heat Equation
... discrete q-Hermite polynomials are con- ...little q-Laguerre and q-Laguerre polynomials are ...the q-Dunkl heat polynomials and the q-Dunkl associated functions are ... See full document
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On the convergence of a kind of q gamma operators
... of q-calculus in the approximation theory is one of the main areas of ...After q-Bernstein polynomials were introduced by Phillips [] in , many researchers have performed studies in this field; ... See full document
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