[PDF] Top 20 q analogue of a new sequence of linear positive operators
Has 10000 "q analogue of a new sequence of linear positive operators" found on our website. Below are the top 20 most common "q analogue of a new sequence of linear positive operators".
q analogue of a new sequence of linear positive operators
... on q-calculus are available in literature of different branches of mathe- matics and ...of q-calculus in approximation theory was initiated by Phillips [], who was the first to introduce q-Bernstein ... See full document
9
The Θ transformation of certain positive linear operators
... The intention of this paper is to describe a const,’uction method for a new sequence of linear positive operators, which enables us to get a pointwise order of approximation regarding th[r] ... See full document
12
Bivariate tensor product \((p, q)\) analogue of Kantorovich type Bernstein Stancu Schurer operators
... (p, q)-integers have been introduced to linear positive operators to con- struct new approximation ...A sequence of (p, q)-analogue of Bernstein opera- tors was ... See full document
14
On Chlodowsky Variant of (p,q) Kantorovich-Stancu-Schurer Operators
... the linear methods of approximation given by sequences of positive and linear operators became a deep- rooted part of approximation ...various operators as Bernstein, Sz´ asz, Baskakov ... See full document
12
ON (p; q)-ANALOG OF STANCU-BETA OPERATORS AND THEIR APPROXIMATION PROPERTIES
... (p, q) -analogue of the Stancu-Beta operators and call them as the (p, q)-Stancu-Beta ...these operators based on the Korovkin’s approximation theorem and also study some direct ... See full document
8
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
11
Shape preserving properties of a new family of generalized Bernstein operators
... on q-integers was proposed by Lupaş in 1987 in [1]. However, the Lupaş q-Bernstein operators are rational functions rather than ...Phillips q-Bernstein polynomials, and for decades thereafter ... See full document
14
Approximation Theorems for q- Analouge of a Linear Positive Operator by A. Lupas
... introduce q− analouge of a sequence of linear and positive operators which was introduced by ...the operators and then prove a basic convergence ... See full document
8
On \((p,q)\) analogue of two parametric Stancu Beta operators
... first q-analogue of the classical Bernstein operators in ...these operators. An- other q-companion of the classical Bernstein polynomials is due to Phillips ...well-known positive ... See full document
15
\((p,q)\) gamma operators which preserve \(x^{2}\)
... many operators have been constructed with two parameters (p, q)-integer based on post-quantum calculus ((p, q)-calculus) which has been used efficiently in many areas of sciences such as Lie group, ... See full document
14
On Kantorovich modification of \(( p,q ) \) Baskakov operators
... (p, q)-calculus has been used efficiently in many fields of science such as oscillator algebra, Lie group, field theory, differential equations, hypergeometric series, physical sci- ...(p, q)-integers, no doubt, ... See full document
14
A note on comparison results with positive linear operators
... operator Q ∈ C(E, E) is called a causal operator, or nonanticipative, if the following property holds: for each couple of elements of E such that u(s) = v(s), for a ≤ s ≤ k, s, k ∈ Z[a, b], as a result (Qu)(s) = ... See full document
8
Weakly unconditionally Cauchy series and Fibonacci sequence spaces
... continuous linear operator and weakly unconditionally Cauchy series by means of com- pleteness of the space S F(x), and we extended the obtained results to weak ... See full document
9
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
12
Reverses of Young and Heinz inequalities for positive linear operators
... is positive, and we write A ≥ , if (Ax, x) ≥ for every vector x ∈ ...self-adjoint operators, the order relation A ≥ B means, as usual, that A – B is a positive ...for positive (bounded ... See full document
9
Some approximation results on Bernstein Schurer operators defined by \((p,q)\) integers
... (p, q)-integers we introduced (p, q)-Bernstein-Schurer operators and investigated some approximation properties of these ...for q-Bernstein-Schurer operators, which are directly ... See full document
12
On The Cohen $p$-Nuclear Positive Sublinear Operators
... concerning positive sublinear operators. We give the definition of positive p- summing operators introduced by Blasco [7, 8] and we present the notion of strongly p-summing sublinear ... See full document
9
About Some Linear Operators
... ticularization and applying Theorems 3.8 and 3.9, we can obtain approximation theorems and Voronovskaja-type theorems for some known operators. Because every application is a simple substitute in the theorems of ... See full document
13
7. TENSOR PRODUCTS OF NON - WANDERING SEMIGROUPS
... In the differential dynamical system, Axiom A system is important. It requires that the non - wandering set possess hyperbolic structure and density of periodic points. Keeping these in mind, non - wandering ... See full document
6
Inequalities related to the third Jackson q Bessel function of order zero
... normalized q-Bessel function of order α is not clear at this ...find q ∈ [, ] and α which assure the positivity of the related trans- ...the q-translation is not positive for all q ∈ ... See full document
22
Related subjects