[PDF][PDF] Univalence preserving integral operators defined by generalized Al-Oboudi differential operators
S Bulut - An. St. Univ. Ovidius Constanta, 2009 - emis.dsd.sztaki.hu
Univalence preserving integral operators defined by generalized Al-Oboudi differential operators
Page 1 An. St. Univ. Ovidius Constanta Vol. 17(1), 2009, 37–50 Univalence preserving integral …
Page 1 An. St. Univ. Ovidius Constanta Vol. 17(1), 2009, 37–50 Univalence preserving integral …
[PDF][PDF] Some properties for an integral operator defined by Al-Oboudi differential operator
S Bulut - Journal of Inequalities in Pure and Applied …, 2008 - math.ethz.ch
Some Properties for an Integral Operator Defined by Al-Oboudi Differential Operator Page 1
Some Properties for an Integral Operator Serap Bulut vol. 9, iss. 4, art. 115, 2008 Title Page …
Some Properties for an Integral Operator Serap Bulut vol. 9, iss. 4, art. 115, 2008 Title Page …
Application of modified complex tremblay operator
Z Esa, A Kilicman, RW Ibrahim… - Innovations …, 2016 - ui.adsabs.harvard.edu
Application of modified complex Tremblay operator - NASA/ADS Now on home page ads icon
ads Enable full ADS view NASA/ADS Application of modified complex Tremblay operator Esa …
ads Enable full ADS view NASA/ADS Application of modified complex Tremblay operator Esa …
A Study on Becker′ s Univalence Criteria
A Study on Becker′s Univalence Criteria Page 1 Hindawi Publishing Corporation Abstract and
Applied Analysis Volume 2011, Article ID 759175, 13 pages doi:10.1155/2011/759175 …
Applied Analysis Volume 2011, Article ID 759175, 13 pages doi:10.1155/2011/759175 …
A new univalent integral operator defined by the Opoola differential operator
In this investigation, using Opoola differential operator ($ D^{m}(\mu,\beta, t) f (z) $), a new
integral operator: $ I_ {t,\beta,\mu}^{m,\sigma}(f_ {1},..., f_ {n})(z): A^{n}\rightarrow A $ is …
integral operator: $ I_ {t,\beta,\mu}^{m,\sigma}(f_ {1},..., f_ {n})(z): A^{n}\rightarrow A $ is …
[PDF][PDF] Univalence of a general integral operator associated with the generalized hypergeometric function
C Selvaraj, KR Karthikeyan - Tamsui Oxford Journal of Mathematical …, 2010 - ibi.au.edu.tw
By making use of the generalized hypergeometric function, we introduce a new family of
integral operators and investigate their univalence properties. Relevant connections of the …
integral operators and investigate their univalence properties. Relevant connections of the …
[PDF][PDF] Mapping properties of generalized q− integral operator of p− valent functions involving the Ruscheweyh derivative and the generalized Salagean operator
B Wongsaijai, N Sukantamala - Acta Universitatis Apulensis, 2015 - emis.de
B. Wongsaijai, N. Sukantamala Abstract. In this paper, we consider generalized integral
operator using certain operator of fractional q–derivative together with Ruscheweyh …
operator using certain operator of fractional q–derivative together with Ruscheweyh …
Convexity properties for certain classes of analytic functions associated with an integral operator
B Wongsaijai, N Sukantamala - Abstract and Applied Analysis, 2014 - Wiley Online Library
We introduce a new form of generalized integral operator defined on the class of analytic
functions A 0. By making use of this novel integral operator, we give the convexity of other …
functions A 0. By making use of this novel integral operator, we give the convexity of other …
[PDF][PDF] On preserving the univalence integral operator
In this paper, the work deals with preserving the univalence of an integral operator defined
by a generalized derivative operator. For this purpose, we introduce new generalized …
by a generalized derivative operator. For this purpose, we introduce new generalized …
[PDF][PDF] A generalized integral operator associated with functions of bounded boundary rotation
A Generalized Integral Operator Associated with Functions of Bounded Boundary Rotation 1 1
Introduction Page 1 General Mathematics Vol. 19, No. 3 (2011), 25–30 A Generalized Integral …
Introduction Page 1 General Mathematics Vol. 19, No. 3 (2011), 25–30 A Generalized Integral …