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- Title
On New Symmetric Schur Functions Associated with Integral and Integro-Differential Functional Expressions in a Complex Domain.
- Authors
Hadid, Samir B.; Ibrahim, Rabha W.
- Abstract
The symmetric Schur process has many different types of formals, such as the functional differential, functional integral, and special functional processes based on special functions. In this effort, the normalized symmetric Schur process (NSSP) is defined and then used to determine the geometric and symmetric interpretations of mathematical expressions in a complex symmetric domain (the open unit disk). To obtain more symmetric properties involving NSSP, we consider a symmetric differential operator. The outcome is a symmetric convoluted operator. Geometrically, studies are presented for the suggested operator. Our method is based on the theory of differential subordination.
- Subjects
SYMMETRIC domains; SCHUR functions; INTEGRAL functions; SYMMETRIC functions; SYMMETRIC operators; INTEGRO-differential equations
- Publication
Symmetry (20738994), 2023, Vol 15, Issue 1, p235
- ISSN
2073-8994
- Publication type
Article
- DOI
10.3390/sym15010235