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Some Continuity Properties of Linear Fractional Transformations. 76

Some Properties of Fractional Calculus and Linear Operators Associated with Certain Subclass of Multivalent Functions

Some Properties of Fractional Calculus and Linear Operators Associated with Certain Subclass of Multivalent Functions

... d , c; z ∗ fz, 2.20 where f ∈ Ap, p ∈ N, and d ≥ 0. For p 1, the operator G 1 f a, b; z was introduced in 7. In Section 3, we will make use of the following well-known fractional calculus operators D −μ z , D μ z ...

16

Some properties of the solution to fractional heat equation with a fractional Brownian noise

Some properties of the solution to fractional heat equation with a fractional Brownian noise

... and the references therein. On the other hand, stochastic heat equations driven by Gaus- sian noises are a recent research direction in probability theory and stochastic analysis, and many interesting studies have been ...

16

Memory Properties Of Transformations Of Linear Processes And Symmetric Gini Correlation

Memory Properties Of Transformations Of Linear Processes And Symmetric Gini Correlation

... statistical properties remain constant over ...by some techniques into series which can reasonably be modelled as realizations of some stationary ...

90

Stability and asymptotic properties of a linear fractional difference equation

Stability and asymptotic properties of a linear fractional difference equation

... discuss some open problems in the stability theory of Volterra difference ...equations. Some final remarks conclude the ...asymptotic properties of the fractional dif- ference equation ...

14

Research Article Some Properties of Fractional Calculus and Linear Operators Associated with Certain Subclass of Multivalent Functions

Research Article Some Properties of Fractional Calculus and Linear Operators Associated with Certain Subclass of Multivalent Functions

... In the present paper, we investigate several distortion inequalities involving fractional calculus, Ruscheweyh derivative, and some well-known integral operators defined on the class Tδ,[r] ...
Multivalued linear transformations of hyperspaces

Multivalued linear transformations of hyperspaces

... multivalued linear trans- formations of hypervector spaces (or hyperspaces) in the sense of ...valued linear transformations of hyperspaces and then constitute the categories of hyperspaces with ...

11

Intuitionistic Fuzzy Linear Transformations

Intuitionistic Fuzzy Linear Transformations

... several properties on ...of properties on it. Bhowmik and Pal [2] introduced some results on intuitionistic fuzzy matrix, intuitionistic circulant fuzzy matrix and generalized intuitionistic fuzzy ...

12

Some properties of linear operators defined by hypergeometric functions

Some properties of linear operators defined by hypergeometric functions

... of fractional calculus (that is, fractional integral and fractional derivative) have been studied in the literature ...The fractional integral of order λ is defined, for a function f , ...

12

Some qualitative properties of linear dynamic equations with multiple delays

Some qualitative properties of linear dynamic equations with multiple delays

... 12. Freedman, HI, Kuang, Y: Stability switches in linear scalar neutral delay equations. Funkc. Ekvacioj 34, 187-209 (1991) 13. Marden, M: Geometry of Polynomials. Mathematical Surveys and Monographs, vol. 3. Am. ...

12

Solving some System of Linear Fuzzy Fractional Differential Equations by Adomian Decomposition Method

Solving some System of Linear Fuzzy Fractional Differential Equations by Adomian Decomposition Method

... [11,20,22]. Fractional calculus generalizes the differentiation and integration to an arbitrary ...order. Fractional differential equations are of great importance in real life problems, since it ...

10

Fractional differintegral transformations of univalent Meijer's G functions

Fractional differintegral transformations of univalent Meijer's G functions

... important properties of Meijer’s G-functions including a generalized (multiple, m-tuple) Erdélyi-Kober (E-K) operator of the integra- tion of fractional multi-order and the corresponding multiple (m-tuple) ...

10

Differential subordinations for fractional linear transformations

Differential subordinations for fractional linear transformations

... Subordination, univalent functions, Carlson-Shaffer operator, Ruscheweyh derivative.. 2000 Mathematics Subject Classification..[r] ...

9

Contraction and fixed point behavior of certain linear fractional transformations

Contraction and fixed point behavior of certain linear fractional transformations

... unit circle, 3) fixed point behavior on the unit disk. Note that it can be shown that two linear. fractional transfoinaations are similar in the group G iff[r] ...

44

Properties of some weak forms of continuity

Properties of some weak forms of continuity

... In this section, we shall show that semi continuity, almost continuity and weak continuity are respectively independent. Moreover, it will be shown that each two of quasi weak continuity[r] ...

15

Some properties of the fractional circle Zernike polynomials

Some properties of the fractional circle Zernike polynomials

... a fractional extension of the classical circle Zernike polynomials defined via g-Jacobi ...functions. Some properties of this new class of functions are studied, such as recurrence relations for ...

9

Fractional transformations of generalised functions

Fractional transformations of generalised functions

... of fractional transformations is ...The fractional transformations that are defined are shown to form an equicontinuous group of operators on the space of test functions and a weak* continuous ...

21

Some generalizations of commutativity for linear transformations on a finite dimensional vector space

Some generalizations of commutativity for linear transformations on a finite dimensional vector space

... results by considering an arbitrary field J=". From here on we shall seek to generalize property Q itself, and thus to generalize the notion of commutativity.[r] ...

64

On some properties of a class of fractional stochastic heat equations

On some properties of a class of fractional stochastic heat equations

... l σ |x| ≤ σ(x) ≤ L σ |x| for all x ∈ R d , where l σ and L σ are some positive constants. The above assumptions on σ are quite natural and have been used in various works; see [10,11]. The lower bound is ...

24

Some Properties of Multiple Parameters Linear Programming

Some Properties of Multiple Parameters Linear Programming

... 1. Introduction Parametric and sensitivity analyses are classic subject in linear programming problems. They are of great importance in the analysis of practical linear models. Almost any textbook includes ...

13

LINEAR INEQUALITIES AND SOME RELATED PROPERTIES OF FUNCTIONS*

LINEAR INEQUALITIES AND SOME RELATED PROPERTIES OF FUNCTIONS*

... For one type of non-algebraic inequality a somewhat com- plete and satisfactory theory can be given, namely the linear integral inequality of second kind (8) and its generalization in [r] ...

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