Sequence of positive linear operators
Some Approximation Properties of Szasz-Mirakyan-Bernstein Operators
... new sequence of positive linear operators by using Szasz- Mirakyan and Bernstein operators on space of continuous functions on the unit compact ...
10
A General Family of the Srivastava-Gupta Operators Preserving Linear Functions
... general sequence of positive linear operators containing some well-known operators as special cases were introduced in the earlier work by Srivastava and Gupta [9], which reproduce only ...
5
Statistical summability (C,1) and a Korovkin type approximation theorem
... In the following, we construct an example of a sequence of positive linear operators sat- isfying the conditions of Theorem . but does not satisfy the conditions of the Korovkin ...
8
A Voronovskaya type theorem for a positive linear operator
... This paper is devoted to establishing a Voronovskaya-type formula for the sequence of positive linear operators introduced in [1], which approximate continuous functions n of exponentia[r] ...
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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] ...
12
q analogue of a new sequence of linear positive operators
... type operators using the concept of q-integral, which introduces a new sequence of positive q-integral ...this sequence is an approximation process in the polynomial weighted space of ...
9
Inverse and Saturation Theorems for Some Summation Integral Linear Positive Operators
... of linear positive operators brings major contribution in the field of approximation ...hybrid linear positive ...their linear combination. Here in this paper we consider a ...
10
A basic problem of \((p,q)\) Bernstein type operators
... classical linear positive operators to construct new approximation ...A sequence of (p, q)-analogue of Bernstein operators was first introduced by Mursaleen [, ...[] operators ...
7
Direct Estimates for Certain Integral Type Operators
... parameter-dependent linear positive operators of Bernstein type associated to a function f ∈ C[0, ...his operators shows that the new sequence of Bernstein polynomials present a better ...
18
On the (p,q)−Stancu Generalization of a Genuine Baskakov-Durrmeyer Type Operators
... In the field of approximation theory, the quantum calculus has been studied for a long time. The generalization of (p, q)− calculus was introduced by Sahai and Yadav in [15]. Recently, a series of papers giving (p, q)− ...
8
Hermite–Hadamard type inequalities for operator geometrically convex functions
... We consider the wide class of unitarily invariant norms ||| · ||| . Each of these norms is defined on an ideal in B(H ) and it will be implicitly understood that when we talk of ||| T ||| , then the operator T belongs to ...
16
Fredholmness of Combinations of Two Idempotents
... idempotent operators on X ...the linear combination aP + bQ; it has been proved that some properties such as invertibility, nullity, Fredholmness, closeness of the range and complementarity of the Kernel of ...
8
Refined converses of Jensen’s inequality for operators
... In this paper converses of a generalized Jensen’s inequality for a continuous field of self-adjoint operators, a unital field of positive linear mappings and real-valued continuous convex functions are ...
20
Tensor Product Semigroups
... of operators have been a useful tool in the study of the so- called abstract Cauchy ...a linear operator on a Banach space X , find a continuously differentiable function T ...
18
The nature of the S linear algebra: For an S propagator
... [CfF] Carf´ı D., Schwartz families in tempered distribution spaces , 2011. [CfLi] Carf´ı D., Schwartz Linear operators in distribution spaces, 2011. [CfSp] Carf´ı D., Spectral expansion of Schwartz ...
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Transformation of Linear Spaces and Linear Operators by Inverse Reversion
... 'Strong' and 'weak ' limits, derivatives and integrals of sectionally continuous matrix functions [ fx c.. in Sections 10 and 11, and the representation of elements of and.[r] ...
62
Extremal mild solutions for impulsive fractional evolution equations with nonlocal initial conditions
... fies u ≥ θ . For the applications of positive operators semigroup, one can refer to [–]. Now, we recall some properties of the measure of noncompactness will be used later. Let μ(·) denotes the ...
12
Bounded generalized random linear operators
... random linear bounded operator if and only if there exists almost surely uniquely a mapping T from to set of all linear bounded operators from X to Y such that for each x X we have Ax T ...
10
On Kantorovich modification of \(( p,q ) \) Baskakov operators
... by linear positive operators is to present an ap- proximation process for Riemann integrable ...corresponding operators, which mainly depends on the replacing the sample values f (k/n) by the ...
14
Operators commuting with the shift on sequence spaces
... In the present paper, we consider shift-invariant operators on infinite power series spaces. Necessary and sufficient conditions for an operator to be continuous are given for any infinite power series space. Also ...
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