ali2013269

Ali Mohammed Youssef

معيد -

كلية العلوم

العنوان: قسم الرياضيات

252

إعجاب
المعلومات الشخصية: Ali Mohammed Youssef
ali2013269
الاسم بالكامل Ali Mohammed Youssef
البريد الإلكتروني ali2013269@science.sohag.edu.eg
النوع ذكر
تاريخ الميلاد 1994-09-17
الكلية كلية العلوم
الدرجة الوظيفية معيد
العنوان قسم الرياضيات
البيانات الأكاديمية
التخصص العام Pure Mathematics
التخصص الدقيق Complex Analysis
عنوان رسالة الماجستير باللغة العربية دراسات متقدمة عن بعض الدوال المسترسلة العليا مع بعض التطبيقات
عنوان رسالة الماجستير باللغة الإنجليزية Advanced Studies on Some Higher Transcendental Functions with Some Applications
رقم الهاتف 934595146
رقم الجوال 1117621575
رابط صفحة الفيس بوك https://www.facebook.com/profile.php?id=100006433298086
رابط صفحة تويتر https://twitter.com/alimohammedyou5
رابط قناة اليوتيوب https://www.youtube.com/channel/UCQLm-VPVwBrcQb6MQZqO_Ew?view_as=subscriber
رابط صفحة جوجل بلس https://plus.google.com/105333881284772293514
Google Scholar https://scholar.google.com.eg/citations?user=HcgO3GMAAAAJ&hl=en
Linked https://www.linkedin.com/in/ali-mohammed-youseuf-b11ab9170/
Research Gate https://www.researchgate.net/profile/Ali_Youssef9
EKP بنك المعرفة المصري https://www.ekb.eg/web/guest/home
نبذه مختصرة

Ali Mohammed Youssef Ahmed. - Curriculum Vitae   

 

Contact

Information

Sohag University, Faculty of Science,

Phone:  +20934595146

Department of Mathematics,

web.info. Sohag Uinv.

Sohag 82524, Egypt. Mob. +201117621575, Whatsaap.+201117621575

alimohammedyouseuf@yahoo.com

 

 

ali2013269@science.sohag.edu.eg

 

 

 

Education

2010 - 2012

High School, Egypt

 

 

 

Mathematics – Natural Science – English Class.

 

 

2012 - 2016

Sohag  University Egypt

 

 

 

B.Sc. in Pure and Applied Mathematics

 

 

2019 - 2021

Sohag  University  Egypt

 

 

 

M.Sc. in Pure Mathematics (Complex Analysis).

 

Academic

Experience

 

2016 - now

Sogag  University

Instructor

(960  hours teaching/year)

 

 

 

2010 - 2012

High School, Egypt

 

Attendance

of Conferences

 

 

 

 

2020   • First online conference on modern fractional calculus and its applications, 2020, Alexandria University, Egypt.

2021   • Symposium on Special Functions , Orthogonal Polynomials and their                   applications, 2021, Suez University, Egypt.

 

2021  •  International Conference on Applied Mathematics in Engineering                         (ICAME) September 1- 3,  Balikesir, Turkey (Online).

 

2021  •   International Symposium on Recent Advances in Fractional Calculus,                    30  Sep, 1 Oct 2021, Department of Mathematical Sciences, P. D. Patel                    Institute of Applied Sciences,   Charotar University of Science and                           Technology, Changa, Gujarat, India , (Online).

 

 

 

 

Orcid:

0000-0002-3219-5688

Scopus ID:

57219533618

No of articles in Scopus:

3

Citations  in Scopus:

5

h-index in Scopus:

1

YouTube Chanel

https://www.youtube.com/channel/UCQLm-VPVwBrcQb6MQZqO_Ew/videos 

 

 

Publications                  • 3  articles published in ISI journals.

1  articles submitted in other refereed journals indexed in international databases.

 

List of Publications:

 

1-   Mahmoud Abul-Ez, M. Zayed, Ali Youssef and M. De la Sen, "On conformable fractional Legendre polynomials and their convergence properties with applications," Alexandria Engineering Journal, vol. 59(6), pp. 5231{5245, 2020. (Impact Factor: 3.732 )  doi: 10.1016/j.aej.2020.09.052.

2-   Mahmoud Abul-Ez, M. Zayed and Ali Youssef, "Further study on the conformable fractional Gauss hypergeometric function," Aims Mathematics, vol. 6(9), pp. 10130{10163, 2021. (Impact Factor: 1.427)  doi: 10.3934/math.2021588.

3-  Mahmoud Abul-Ez, Mohra Zayed and Ali Youssef, "Further Developments of Bessel Functions via Conformable Calculus with Applications", Journal of Function Spaces, vol. 2021, Article ID 6069201, 17 pages, 2021. (Impact Factor: 1.807, Q1). doi:10.1155/2021/6069201.  

4-      A New Generalized Bessel Functions and Solutions of a New Class of Fractional Kinetic Equations, submitted for publication.

 

Research Proposals in the following topics:

1-    Higher transcendental functions and its applications.

2-    Conformal fractional differentiation and applications.

3-    Fractional calculus and its applications.