Author:
Ibrahim Rabha W.,Aldawish Ibtisam
Abstract
AbstractSymmetric operators have benefited in different fields not only in mathematics but also in other sciences. They appeared in the studies of boundary value problems and spectral theory. In this note, we present a new symmetric differential operator associated with a special class of meromorphically multivalent functions in the punctured unit disk. This study explores some of its geometric properties. We consider a new class of analytic functions employing the suggested symmetric differential operator.
Publisher
Springer Science and Business Media LLC
Subject
Applied Mathematics,Algebra and Number Theory,Analysis
Reference13 articles.
1. Ibrahim, R.W., Darus, M.: New symmetric differential and integral operators defined in the complex domain. Symmetry 11(7), 906 (2019)
2. Ibrahim, R.W., Elobaid, R.M., Obaiys, S.J.: Symmetric conformable fractional derivative of complex variables. Mathematics 8(3), 363 (2020)
3. Ibrahim, R.W., Elobaid, R.M., Obaiys, S.J.: On subclasses of analytic functions based on a quantum symmetric conformable differential operator with application. Adv. Differ. Equ. 2020(1), 1 (2020)
4. Ibrahim, R.W., Elobaid, R.M., Obaiys, S.J.: Symmetric conformable fractional derivative of complex variables. Mathematics 8(3), 363 (2020)
5. Ibrahim, R.W., Elobaid, R.M., Obaiys, S.J.: Geometric inequalities via a symmetric differential operator defined by quantum calculus in the open unit disk. J. Funct. Spaces 2020, Article ID 6932739 (2020)
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