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Eszter Gavriş
Eszter Gavriş
Other namesEszter Szatmari
Verified email at math.ubbcluj.ro
Title
Cited by
Cited by
Year
Coefficient estimates and Fekete-Szegö inequality for a class of analytic functions satisfying subordinate condition associated with Chebyshev polynomials
E Szatmari, Ş Altinkaya
Acta Universitatis Sapientiae, Mathematica 11 (2), 430-436, 2019
102019
On a class of analytic functions defined by a fractional operator
E Szatmari
Mediterranean Journal of Mathematics 15 (4), 1-12, 2018
52018
Differential subordinations and Pythagorean means
E Gavriş
Mathematica Slovaca 70 (5), 1135-1140, 2020
42020
Differential subordination results obtained by using a new operator
E Szatmari, ÁO Páll-Szabó
General Mathematics 25 (1-2), 119-131, 2017
22017
CERTAIN CLASS OF ANALYTIC FUNCTIONS WITH VARYING ARGUMENTS DEFINED BY THE CONVOLUTION OF SˇALˇAGEAN AND RUSCHEWEYH DERIVATIVE
AO Páll-Szabó, O Engel, E Szatmári
12017
INCLUSION RELATIONS OF ANALYTIC FUNCTIONS ASSOCIATED WITH POISSON DISTRIBUTION SERIES AND SǍLǍGEAN OPERATOR.
E GAVRIŞ
Annals of Oradea University-Mathematics Fascicola 27 (2), 2020
2020
INCLUSION RELATIONS OF ANALYTIC FUNCTIONS ASSOCIATED WITH POISSON DISTRIBUTION SERIES AND SˇALˇAGEAN OPERATOR
E GAVRIS
2020
Differential subordinations obtained by using generalized Salagean integro-differential operator
E Szatmari
2019
Some Properties of Analytic Functions Obtained by Using a Fractional Operator
E Szatmari
Asia Pacific Journal of Mathematics 5 (2), 151-172, 2018
2018
Differential subordinations obtained by using a fractional operator
E Szatmari
STUDIA UNIVERSITATIS BABES-BOLYAI MATHEMATICA 63 (4), 475-482, 2018
2018
Coefficient bounds and Fekete-Szego problem for some classes of analytic functions defined by using a fractional operator
E Szatmari
2017
DIFFERENTIAL SUBORDINATIONS OBTAINED BY USING GENERALIZED SˇALˇAGEAN INTEGRO-DIFFERENTIAL OPERATOR
E Gavris
ON A CLASS OF MEROMORPHIC FUNCTIONS DEFINED BY USING A FRACTIONAL OPERATOR
E GAVRIS
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