CERTAIN CLASS OF ANALYTIC FUNCTIONS DEFINED BY SALAGEAN OPERATOR WITH VARYING ARGUMENTS Vol. 1(2) July 2013, No. 21, pp. 355-360 M. K. AOUF, R. M. EL-ASHWAH AND F. M. ABDULKAREM - Egyptian Knowledge Bank

309816

CERTAIN CLASS OF ANALYTIC FUNCTIONS DEFINED BY SALAGEAN OPERATOR WITH VARYING ARGUMENTS Vol. 1(2) July 2013, No. 21, pp. 355-360 M. K. AOUF, R. M. EL-ASHWAH AND F. M. ABDULKAREM

Article

Last updated: 05 Jan 2025

Overview Similar Items

Article

CERTAIN NEW CLASSES OF ANALYTIC AND UNIVALENT FUNCTIONS ASSOCIATED WITH Sa˘La˘GEAN OPERATOR WITH VARYING ARGUMENTS M. I. ELGMMAL, H. E. DARWISH

Article

CERTAIN CLASSES OF ANALYTIC FUNCTIONS DEFINED BY INTEGRAL OPERATORS Vol. 3(1) Jan 2015, No. 24, pp. 245-249 M. K. AOUF, T. M. SEOUDY AND G. M. EL-HAWSH

Article

SOME FAMILIES OF ANALYTIC FUNCTIONS WITH NEGATIVE COEFFICIENTS DEFINED BY SALAGEAN OPERATOR Vol. 4(1) Jan. 2016, No. 12, pp. 125-142 M. K. AOUF, A. O. MOSTAFA, O. M. ALJUBORI

Article

CERTAIN SUBCLASS OF ANALYTIC FUNCTION ASSOCIATED WITH A GENERALIZATION OF q−SALAGEAN OPERATOR WITH NEGATIVE COEFFICIENTS A. O. MOSTAFA, M. K. AOUF, R. E. EL- MORSY

Article

CERTAIN SUBCLASS OF p−VALENT MEROMORPHIC FUNCTIONS ASSOCIATED WITH LIU-SRIVASTAVA OPERATOR Vol. 4(2) July. 2016, No. 9, pp. 88-96 A. O. MOSTAFA, M. K. AOUF, A. A. HUSSAIN

Article

HARMONIC UNIVALENT FUNCTIONS WITH VARYING ARGUMENTS DEFINED BY USING INTEGRAL OPERATOR Vol. 2(1) Jan 2014, No. 19, pp. 228-236 M. K. AOUF, R. M. EL-ASHWAH AND F. M. ABDULKAREM

Article

CLASSES OF ANALYTIC FUNCTIONS ASSOCIATED WITH CERTAIN INTEGRAL OPERATOR Vol. 4(2) July. 2016, No. 22, pp. 254-258 T. M. SEOUDY

Article

CERTAIN SUBCLASSES OF BI-UNIVALENT FUNCTIONS DEFINED BY SALAGEAN OPERATOR Vol. 3(1) Jan 2015, No. 14, pp. 150-157 J. JOTHIBASU

Article

CERTAIN SUBCLASS OF MEROMORPHICALLY P−VALENT FUNCTIONS DEFINED BY LINEAR OPERATOR WITH POSITIVE AND FIXED SECOND COEFFICIENTS M. K. AOUF, A. O. MOSTAFA, F. Y. AL-QUHALI

Article

ON A CERTAIN SUBCLASS OF ANALYTIC FUNCTIONS DEFINED BY A GENERALIZED DIFFERENTIAL OPERATOR AND MULTIPLIER TRANSFORMATION H. E. DARWISH, A. Y. LASHIN AND S. M. SOILEH