|Job Title:||Associate Professor in Mathematics|
|College:||College of Applied and Health Sciences|
|Phone: +96894051319||Ext. 1159|
Mathematics Associate Professor and Head of Basic Science Department at A’Sharqiyah University, Oman. He earned his PhD at UKM University in Malaysia in 2012. His research area includes the theory of univalent functions, applications of fractional calculus and open problems in mathematics. Currently, he is engaged in a research project on the approach of Riemann Hypothesis by the means of the theory of univalent functions
1. PhD. Mathematics: UKM University/ Malaysia/ (Complex Analysis: The Univalent Functions).
2. MSc. Mathematics: University of Jordan/(Abstract Algebra: Ring Theory).
3. BSc. Mathematics & Statistics: Mu' tah Univeristy.
Fractional Calculus, Complex Analysis
Applications of differential Subordination and Superordination Involving Certain Fractional Operator.
The Non-Trivial Zeros of the Riemann Zeta Function through Taylor Series Expansion and Incomplete Gamma Function
Modified Mathematical Models in Biology by the Means of Caputo Derivative of A Function with Respect to Another Exponential Function
Generalizing Certain Analytic Functions Correlative to the n-th Coefficient of Certain Class of Bi-Univalent Functions
Some Remarks and Propositions on Riemann Hypothesis, Mathematics and Statistics
Two Conditional proofs of Riemann Hypothesis
An Alternative perspective to Riemann Hypothesis
The Consequence of the Analytic Continuity of Zeta Function Subject to an Additional Term and a Justification of the Location of the Non-Trivial Zeros
TWO NEW EQUIVALENT STATEMENTS TO RIEMANN HYPOTHESIS
Normalization of the generalized K− Mittag-Leffler function and ratio to its sequence of partial sums, BSG Proceedings, vol. 25, 2018, pp. 78-94.
A Note on Caputo’s derivative interpretation in Economy
A NEW SUBCLASS OF UNIVALENT FUNCTIONS DEFINED BY THE MEANS OF JAMAL OPERATOR
A NOTE ON THE HURWITZ ZETA FUNCTION
Closed-to-Convex Criterion Associated to the Modified Caputo’s fractional Calculus Derivative Operator
COEFFICIENT PROPERTIES INVOLVING THE GENERALIZED K−MITTAG-LEFFLER FUNCTIONS, Trans. J. Math. Mecha. (TJMM) 9 (2017), No. 2, 155-164
A Note on Riemann Zeta Function
A Note on the Modified Caputo’s Derivative Operator
Properties of the Modified Caputo's Derivative Operator for certain analytic functions
DOI/URL: 10.12732/ijpam. v109i3.14
On Riemann Hypothesis and Robin’s Inequality
A Note on Gamma Function, International Journal of Modern Sciences and Engineering Technology (IJMSET), vol. 2, no. 8, pp. 58-64, 2015
Fekete-Szego problems involving certain integral operator
Neighborhood of a certain family of multivalent functions with negative coefficients
DOI/URL: 10.12732/ijpam. v92i4.14
Inequalities on the Theory of Univalent Function. Journal of Mathematics and System Science, vol. 4, pp. 509-513, 2014
Some Results on E – Cordial Graphs
Subordination and superordination involving certain fractional operator
A note on generalized Mittag-Leffler and Application. Far East. Math Sc. (FJMS), vol. 48, no. 1, pp. 33-46, 2011.
On convexity of general integral operators. J. Anale. Universitatii. De Vest. Timisoara. Seria Matematica – Informatica XLIX. 1 (2011) 117-124
A note on Starlike functions of order α associated with a fractional calculus operator involving Caputo’s fractional
Certain subclass of analytic functions associated with fractional calculus operator
A subclass of uniformly convex functions associated with fractional calculus operator involving Caputo’s fractional differentiation. Acta. Univ. APL. Vol. 24, pp. 295-306, 2010.
Some Propositions on Mathematical Models of Population Growth, International Conference on Trends and Innovations in Management, Engineering, Sciences and Humanities (ICTIMESH-22), December 19-22, 2022, Dubai
An Alternative perspective to Riemann Hypothesis, INTERNATIONAL CONFERENCE ON APPLIED SCIENCE, MATHEMATICS AND STATISTICS, (ICASMS – 20), 29TH-30TH OCT, 2020, ISTANBUL, TURKEY