Kareem Wanas, A., Kadhim Jebur, S. (2018). Geometric Properties for a family of p-valent Holomorphic Functions with Negative Coefficients for Operator on Hilbert Space. , 10(2), 1-5.
Abbas Kareem Wanas; Sema Kadhim Jebur. "Geometric Properties for a family of p-valent Holomorphic Functions with Negative Coefficients for Operator on Hilbert Space". , 10, 2, 2018, 1-5.
Kareem Wanas, A., Kadhim Jebur, S. (2018). 'Geometric Properties for a family of p-valent Holomorphic Functions with Negative Coefficients for Operator on Hilbert Space', , 10(2), pp. 1-5.
Kareem Wanas, A., Kadhim Jebur, S. Geometric Properties for a family of p-valent Holomorphic Functions with Negative Coefficients for Operator on Hilbert Space. , 2018; 10(2): 1-5.

Geometric Properties for a family of p-valent Holomorphic Functions with Negative Coefficients for Operator on Hilbert Space

Journal of Al-Qadisiyah for Computer Science and Mathematics
Article 1, Volume 10, Issue 2, 2018, Pages 1-5    PDF (0 K)
Authors
Abbas Kareem Wanas; Sema Kadhim Jebur
Abstract
The purpose of the present investigation is to introduce and study a certain subclass 〖Ak〗_p (α,β,δ,T) of p-valent holomorphic functions with negative coefficients of the operators on Hilbert space in U. Moreover, we get a number of geometric properties.
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