[PDF] Top 20 On Harmonic Functions Defined by Derivative Operator
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On Harmonic Functions Defined by Derivative Operator
... A continuous function f u iv is a complex-valued harmonic function in a complex domain C if both u and v are real harmonic in C. In any simply connected domain D ⊂ C, we can write f h g, where h and g are ... See full document
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A New Subclass of Harmonic Univalent Functions Associated with Dziok Srivastava Operator
... A continuous complex-valued function f u iv defined in a simply connected domain D, is said to be harmonic in D if both u and v are harmonic in D. In any simply connected domain D we can write f hg, ... See full document
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Subclass of univalent harmonic functions defined by dual convolution
... 4. Silverman, H: Harmonic univalent function with negative coefficients. J. Math. Anal. Appl. 220, 283-289 (1998) 5. Silverman, H, Silvia, EM: Subclasses of harmonic univalent functions. N.Z. J. Math. ... See full document
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NEW CLASSES OF HARMONIC FUNCTIONS DEFINED BY FRACTIONAL OPERATOR
... monic functions which are defined by fractional ...fractional operator, we define new subclasses of harmonic ...for functions related to the classes newly ... See full document
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3. A New Class of Harmonic Multivalent Meromorphic Functions
... of harmonic multivalent mero- morphic functions defined by generalized Liu-Srivastava operator and obtain some results including sufficient coefficient conditions, distortion bounds and ... See full document
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A NEW SUBCLASS OF BI-UNIVALENT FUNCTIONS DEFINED BY q-DERIVATIVE
... univalent functions especially in estimating the sharp inequalities bound for various subclasses of univalent functions (see [1], [3], [8], [9], ...q-difference operator denoted as D q f is ... See full document
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A Linear Operator of a New Class of Meromorphic Multivalent Functions
... In the present paper, we introduce a new class of meromorphic multivalent functions defined by linear derivative operator. We obtain some geometric properties, like, coefficient inequality, ... See full document
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A New Subclass of Analytic Functions Defined by Generalized Ruscheweyh Differential Operator
... analytic functions in the open unit disk U which is defined by generalized Ruscheweyh di ff erential ...of functions belonging to this subclass are ... See full document
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Multivalent Harmonic Function Associated With Salagean Operator
... In this paper we define , a class HM(u,v a) of m-valent harmonic functions involving.. Salagean Operator 15 D m is defined and studied.[r] ... See full document
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Multivalent HARMONIC FUNCTION associated with SALAGEAN OPERATOR
... In this paper we define , a class HM(u,v a) of m-valent harmonic functions involving.. Salagean Operator 15 D m is defined and studied.[r] ... See full document
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A Subclass of Harmonic Functions Associated with Wright’s Hypergeometric Functions
... Hohlov operator, the Carlson-Shaffer operator [6], the Ruscheweyh derivative operator [7], the generalized Bernardi-Libera-Livingston operator, the fractional de- rivative ... See full document
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On Extended Caputo Fractional Derivative Operator
... fractional derivative operator and establish the extension of an ex- tended fractional derivative of some known elementary ...fractional derivative of some familiar special functions, ... See full document
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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 U. If f and g are analytic in U with f0 g0, then we say that f is said to be subordinate to g in U, written f ≺ g or f z ≺ g z, if there ... See full document
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A New Extension of Extended Caputo Fractional Derivative Operator
... fractional derivative operator are found in many research ...derivative operator. The extension of an extended frac- tional derivative of some elementary functions derives by ... See full document
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Differential Subordination Defined by New Generalised Derivative Operator for Analytic Functions
... which are analytic in the open unit disc U {z ∈ C : |z| < 1} on the complex plane C. Let S, S ∗ α, Cα 0 ≤ α < 1 denote the subclasses of A consisting of functions that are univalent, starlike of order α, and ... See full document
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On differential subordinations for a class of analytic functions defined by a linear operator
... analytic functions p(z) with p(0) = 1 which are defined on ∆ ...Carathéodory functions consists of functions p(z) ∈ Ꮽ having positive real ...two functions f (z) and g(z) given ... See full document
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Second Hankel Determinant for Analytic Functions Defined by Ruscheweyh Derivative
... Ruscheweyh derivative gave an impulse for various generalization of well known classes of ...Ruscheweyh Derivative, we can generalize the class of the starlike and convex functions functions, ... See full document
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New Subclasses of Meromorphically Multivalent Functions Defined by a Differential Operator
... multivalent functions which aredefined by means of a new differential ...are defined here by means of a differential ...Terms-Analytic functions, meromorphic functions,multivalent ... See full document
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On a Subclass of P-Valent Functions Defined by a Generalized Salagean Operator
... analytic functions has been useful in solving many problems in mechanics, Laplace equation, electrostatics, ...p-valent functions using Salagean, Al Oboudi and Opoola differential operators have been ... See full document
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Some Subordination Results of Multivalent Functions Defined by Integral Operator
... Research Article Some Subordination Results of Multivalent Functions Defined by Integral Operator Öznur Özkan Received 29 August 2006; Accepted 1 March 2007 Recommended by Andrei Ronto[r] ... See full document
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