الملف الأكاديمي

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Research Intersets
Qualifications
Publications
University Courses Taught
Prof. Shrideh Khalaf Qasem Al-Omari
no
PROFESSOR
THE FACULTY OF SCIENCE
https://www.bau.edu.jo/user/@shridehalomari
 Major: Mathematics
 Minor: Applied Functional Analysis
 shridehalomari@bau.edu.jo
 0792008326

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Professor (Full) at Al-Balqa Applied University

Research Intersets:
Integral Transforms, Special Functions, Q-calculus, Differential ,Differentiation

Qualifications
# Degree University Specialization Graduation year
1PHDJai Narain Vyas UniversityMath2006
2MASTER DEGREEUniversity of MysoreMathematics2001
3BACHELOR'S DEGREEYarmouk UniversityMathematics1996

Publications
1- -Ebrahim Amini, Wael Salameh, Shrideh Al-Omari and Hamzeh Zureigat, Results for Analytic Function Associated with Briot?Bouquet Differential Subordinations and Linear Fractional Integral Operators, Symmetry 2024, 16, 711,1-15. Q1 ,symmetry, 2024,Vol. 16,no. 711.
2- Ebrahim Amini, Shrideh Al-Omari, Jafar Al-Omari, Fekete-Szego results for certain BI-univalent functions Involving q-analogues of logarithmic functions, Results in Nonlinear Analysis 7 (2024) No. 3, 65?79, Q2 ,https://www.nonlinear-analysis.com/index.php/pub/article/view/412, 2024,Vol. 3,no. 7.
3- S. Sivasankar, R. Udhayakumar, V. Muthukumaran, G. Gokul, S. Al-Omari, Existence of Hilfer fractional neutral stochastic differential systems with infinite delay, Bulletin of the Karaganda University. Mathematics series, No. 1(113), 2024, pp. 174?19, Q3 ,ulletin of the Karaganda University. Mathematics Series, 2024,Vol. 1,no. 113.
4- Shrideh Al-Omari , Wael Salameh and Hamzeh Zureigat, Convolution Theorem for (p, q)-Gamma Integral Transforms and Their Application to Some Special Functions, Symmetry 2024, 16, 882, 1-16. Q1 ,https://www.mdpi.com/2073-8994/16/7/882, 2024,Vol. 16,no. 2024.
5- Shrideh Al-Omari , Wael Salameh and Sharifah Alhazmi, Notes on q-Gamma Operators and Their Extension to Classes of Generalized Distributions, Symmetry 2024, 16, 1294, 1-12. Q1 ,Symmetry, 2024,Vol. 16,no. 1294.
6- Shrideh Al-Omari , Wael Salameh and Sharifah Alhazmi, Some Estimates for Certain q-analogs of Gamma Integral Transform Operators, Symmetry 2024, 16, 1368. https://doi.org/10.3390/sym16101368 ,Shrideh Al-Omari , Wael Salameh and Sharifah Alhazmi, Some Estimates for Certain q-analogs of Gamma Integral Transform Operators, Symmetry 2024, 16, 1368. https://doi.org/10.3390/sym16101368, 2024,Vol. 16,no. 2024.
7- Shrideh Al-Omari , Wael Salameh, On (p,q)-Analogs of the ?-th Fractional Fourier Transform and Some (p,q)-Generalized Spaces, Symmetry 2024, 16, 1307, 1- 16. ,https://www.mdpi.com/2073-8994/16/10/1307, 2024,Vol. 16,no. 2024.
8- Shrideh Al-Omari, Certain results associated with q-Agarwal fractional integral operators anda q-class of special functions, Arab Journal of Basic and Applied Sciences, 2024, VOL. 31, NO. 1, 410?416, Q1 ,https://colab.ws/articles/10.1080/25765299.2024.2378527, 2024,Vol. 31,no. 1.
9- Some Estimates for Certain q-analogs of Gamma Integral Transform Operators ,Symmetry, 2024,Vol. 16,no. 1360.
10- Duality on q-starlike functions associated with fractional q-integral operators and applications ,Symmetry, 2022,Vol. 3,no. 3.
11- Estimates and properties of certain q-Mellin transform on generalized q-calculus theory, Advances in Difference Equations, 233 (2021) 2021, 1-11, ,Advances in Difference Equations, 2021,Vol. 233,no. 2021.
12- Extension of generalized Fox?s H-function operator to certain set of generalized integrable functions ,Advances in Difference Equations, 2020,Vol. 488,no. 1307.
13- On a q-Laplace-type integral operator and certain class of series expansion ,Mathematical Methods in Applied Sciences, 2020,Vol. 44,no. 10.
14- On Some Variant of a Whittaker Integral Operator and its representative in a Class of Square Integrable Boehmians, Boletim da Sociedade Paranadade de Matematics , V.38,1, 173?183, 2020 ,On Some Variant of a Whittaker Integral Operator and its representative in a Class of Square Integrable Boehmians, 2019,Vol. 38,no. 1.

University Courses Taught
1- Measure Theory.
2- Numerical Analysis.
3- Differential Equations.
4- Real Analysis.
5- Quantum Calculus.
6- Modeling.
7- Partial D. Equations.
8- Linear Algebra.
9- Functional Analysis I, II.


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