[PDF] Top 20 SOME RESULTS ON UNIVALENT HOLOMORPHIC FUNCTIONS BASED ON $q$-ANALOGUE OF NOOR OPERATOR
Has 10000 "SOME RESULTS ON UNIVALENT HOLOMORPHIC FUNCTIONS BASED ON $q$-ANALOGUE OF NOOR OPERATOR" found on our website. Below are the top 20 most common "SOME RESULTS ON UNIVALENT HOLOMORPHIC FUNCTIONS BASED ON $q$-ANALOGUE OF NOOR OPERATOR".
SOME RESULTS ON UNIVALENT HOLOMORPHIC FUNCTIONS BASED ON $q$-ANALOGUE OF NOOR OPERATOR
... Abstract: The main object of this paper is to define a new sublclass of univalent holomorphic functions along with the recently defined q–analogue of Noor operator. We ... See full document
10
Inequalities for the Taylor Coefficients of Spiralike Functions Involving q-differential Operator
... of q-analogue of the well-known differential operator, we provide a formal extension of a bi-univalent spiralike and bi-univalent strongly spiralike ...the functions belonging to ... See full document
11
Geometric properties for integro differential operator involving the pre Schwarzian derivative
... Salagean operator to impose and consider the properties of certain known and new classes of analytic univa- lent ...juncture some of them in recent ...analytic univalent functions with ... See full document
10
Univalent Functions Defined by a Generalized Multipler Differential Operator
... of holomorphic functions in U ...of functions in A which are univalent and convex in U , ...normalized functions with positive real part in U ... See full document
7
Vol 1, No 1 (2010)
... a application of the root test shows that the infinite series for L ( ) a , c f has the same radius of convergence as that for f . Also, L ( ) a , c f has a continuous inverse L ( ) a , c f and is a one to one mapping on ... See full document
5
5. Some Subclasses of Bi-univalent functions associated with Srivastava-Attiya Operator
... The work of Srivastava et al. [10] essentially revived the investigation of various subclasses of the bi-univalent function class Σ in recent years. In a considerably large number of sequels to the aforementioned ... See full document
8
CERTAIN CLASSES OF UNIVALENT FUNCTIONS DEFINED BY RUSCHEWEYH OPERATOR WITH SOME MISSING COEFFICIENT
... Ruscheweyh Operator. The aim of this paper is to study some properties of this class,like, coefficient inequality, Hadamard products, Extreme points, radius of starlikeness and convexity, closure theorem of ... See full document
5
Construction of Toeplitz matrices whose elements are the coefficients of univalent functions associated with Q-derivative operator
... Geometric Functions Theory, various subclasses of an- alytic functions have been studied from different ...tional q-calculus is the important tools that are used to investigate sub- classes of ... See full document
7
Some results on $q$-ary bent functions
... bent functions. We provide a construction of quaternary (q = 4) bent functions on n + 1 variables in terms of their subfunctions on ...Boolean functions are defined in the generalized setup. ... See full document
11
On univalent functions defined by a generalized Sălăgean operator
... Inclusion relations, extreme points of R n λ, α, some convolution properties of functions belonging to R n λ, α, and other results are given... The object of this paper is to derive seve[r] ... See full document
8
Univalent Functions Formulated by the Salagean-Difference Operator
... Ibrahim, New classes of analytic functions determined by a modified differential-difference operator in a complex domain, Karbala Int.. Farahmand, Partial sums of functions of bounded tu[r] ... See full document
7
Aspects of univalent holomorphic functions involving multiplier transformation and Ruscheweyh derivative
... Alb Lupas? Advances in Difference Equations 2014, 2014 117 http //www advancesindifferenceequations com/content/2014/1/117 R ES EARCH Open Access Aspects of univalent holomorphic functions involving m[.] ... See full document
11
Birth of Theory of Harmonic Functions
... G. Bernard Riemann showed that there always exists an analytic function f that maps a simply connected domain D 1 , onto a simply connected domain D 2 . This original version of the Riemann mapping theorem gave rise to ... See full document
5
Sobolev space estimates for solutions of the equation ∂¯u=f on polycylinders
... Weinstock’s results on approximation by holomorphic functions on certain product domains, we are led to estimates in Sobolev spaces for the ∂-operator on polycylinders for (γ, ...our ... See full document
6
SOME RESULTS ON THE $q,k$ AND $p,q$-GENERALIZED GAMMA FUNCTIONS
... the q, k- generalized Gamma function, and also in [10], Krasniqi and Merovci defined the p, q-generalized Gamma ...establish some properties and also inequalities concerning ratios of these ... See full document
12
SOME RESULTS ON GENERALIZED TOEPLITZ OPERATOR ON GENERALIZED HARDY SPACE
... Yahya Jebreel received his Bachelor degree in mathematics from Yarmouk Uni- versity in Jordan in 2009 and his master degree in mathematics in 2012 from the same university.. Since 2012 h[r] ... See full document
8
7. New Classes of p-Valent Harmonic Functions
... harmonic functions in the unit disc and obtain the basic properties such as coefficient bound, distortion properties, extreme points and also we apply in- tegral operator for the ... See full document
12
On A New Class of Univalent Functions with Application of Fractional Calculus Operators Defined By Hohlov Operator
... discuss some properties of a new class of univalent functions in the unit disk defined by Hohlov operator with application of fractional calculus operators, like , distortion theorem using ... See full document
13
Properties of q analogue of Beta operator
... the q var- iant of the operators discussed in [1] and obtain the recurrence relations for ...obtain some direct results for the q operators, which also include the asymp- totic ... See full document
16
Application of quasi-subordination for certain subclasses of bi-univalent functions of complex order
... ( n ∈ N \ {1, 2} ; N = {1,2, 3, ...}) is still an open problem. The study of operators plays an important role in the Geo- metric Function Theory and its related fields. It is observed that this formalism brings an ease ... See full document
6
Related subjects