[PDF] Top 20 On A Class Of Univalent Functions Associated With A Fractional Calculus Operators
Has 10000 "On A Class Of Univalent Functions Associated With A Fractional Calculus Operators" found on our website. Below are the top 20 most common "On A Class Of Univalent Functions Associated With A Fractional Calculus Operators".
On A Class Of Univalent Functions Associated With A Fractional Calculus Operators
... we derived coefficient estimate, distortion theorem, extreme points and application to fractional calculus operator for the function belonging to this class.. Keywords: Hadamard produ[r] ... See full document
6
On A New Class of Univalent Functions with Application of Fractional Calculus Operators Defined By Hohlov Operator
... new class of univalent functions in the unit disk defined by Hohlov operator with application of fractional calculus operators, like , distortion theorem using fractional ... See full document
13
Certain Subclass of Analytic Univalent Functions Using q - Differential Operator
... operators in some subclasses of analytic functions in compact ...the fractional q calculus operators in investigating certain classes of functions which are analytic in the ... See full document
9
Opial type inequalities for convex functions and associated results in fractional calculus
... for fractional calculus operators of Riemann– Liouville, Caputo, and ...Canavati. Fractional inequalities have wide applications in the the- ory of fractional differential equations and ... See full document
13
A Subclass of Uniformly Convex Functions Associated with Certain Fractional Calculus Operator
... (1.5) Notice that, U ST (α, 0) = S(α) and U CV (α, 0) = K(α), where S(α) and K(α) are respectively the popular classes of starlike and convex functions of order α (0 ≤ α < 1). The classes U ST (α, β) and U CV ... See full document
8
An application of fractional calculus on a certain class of multivalent analytic functions with negative coefficients
... Goodman, Univalent functions and non-analytic curves, ...Goodman, Univalent Functions, ...p-valent functions with negative coefficients, Siman Stevin 59(1985), ...analytic ... See full document
11
Certain Subclass of Analytic Univalent Functions Using q - Differential Operator
... operators in some subclasses of analytic functions in compact ...the fractional q calculus operators in investigating certain classes of functions which are analytic in the ... See full document
9
Boundary fractional differential equation in a complex domain
... Fractional calculus is the most significant branch of mathematical analysis that transacts with the potential of covering real number powers or complex number powers of the dif- ferentiation operator D = ... See full document
11
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] ... See full document
16
Fractional differintegral transformations of univalent Meijer's G functions
... of fractional multi-order and the corresponding multiple (m-tuple) fractional deri- vatives of multi-order, are ...of univalent Meijer ’ s G ...differintegral operators to transform one ... See full document
10
ON CERTAIN CLASSES OF UNIVALENT MEROMORPHIC FUNCTIONS ASSOCIATED WITH INTEGRAL OPERATORS
... where g(z) and h(z) are entire functions with h(z) ̸ = 0 (see [10], p. 64). A meromorphic function therefore may only have finite-order, isolated poles and zeros and no essential singularities in its domain. A ... See full document
5
Coefficient bounds for a subclass of bi univalent functions using new differential operator
... and C of the univalent function class . Recently, Ali et al. [1] extended the results of Brannan and Taha [3] by generalising their classes using subordination. An analytic function f is ... See full document
5
Coefficient Estimates for a Certain General Subclass of Analytic and Bi Univalent Functions
... are univalent in . We denote by Σ the class of all bi-univalent functions in ...of functions in the class Σ see [2] and the references ... See full document
6
Certain Coefficient Bounds for p Valent Functions
... is univalent in Δ , the above subordination is equivalent to f (0) = g(0), f ( Δ ) ⊂ g( Δ ...the class S ∗ b,p (φ) to be the class of functions in f ∈ Ꮽ p for ... See full document
11
Inequality estimates for the boundedness of multilinear singular and fractional integral operators
... integral operators, their commutators and multilinear operators have been well studied (see ...multilinear operators generated by the singular integral operators and BMO functions are ... See full document
15
On a new class of fractional operators
... The fractional derivative in () coincides with the Riemann-Liouville fractional deriva- tive () when a = and α = , the Hadamard fractional derivative () once a = and α → and with the ... See full document
16
On Differential Subordinations of Multivalent Functions Involving a Certain Fractional Derivative Operator
... the class of all analytic functions pz with p0 1 which are defined on ...is univalent, then the above subordination is equivalent to f0 g0 and fU ⊂ ... See full document
10
21. {q}-analogues of Saigo's fractional calculus operators
... of fractional integral operators and fractional derivatives involving generalizd hypergeometric ...Saigo’s fractional integral operators and establish some results for ...Saigo’s ... See full document
11
Quasi convex univalent functions
... In this paper, a new class of normalized univalent functions is intro-.. The properties of this class and its relationship with some other sub-.[r] ... See full document
12
The (k, s)-Fractional Calculus of Class of a Function
... Abstract. In this present paper, we deal with the generalized (k, s)-fractional integral and differential operators recently defined by Nisar et al. and obtain some generalized (k, s)-fractional ... See full document
10
Related subjects