محمود عبد العزيز, Postdoctoral

محمود عبد العزيز

Postdoctoral

Universiti Utara Malaysia

البلد
مصر - القاهرة - الجيزة
التعليم
دكتوراة, Mathematics
الخبرات
9 years, 5 أشهر

مشاركة سيرتي الذاتية

حظر المستخدم


الخبرة العملية

مجموع سنوات الخبرة :9 years, 5 أشهر

Postdoctoral في Universiti Utara Malaysia
  • ماليزيا - Alor Setar
  • أشغل هذه الوظيفة منذ مايو 2022

Teaching mathematic for undergraduate student.
Supervise to PhD student.
Preparing required research.

Lecturer of Mathematics في Qassim University
  • المملكة العربية السعودية - بريدة
  • أبريل 2012 إلى أغسطس 2019

As a mathematician, the lectures I present to my students, the discussions I have with them during my office hours, and the cutting-edge applications of mathematical research offered to industry are all part of a broad scholarly project. As I see it, mathematics is the unifying theme that underlies almost every human endeavor. When I teach mathematics, I am primarily motivated to help my students appreciate this role of mathematics as they learn. I teach that the most important part of mathematics consists of its concepts. In order either to pursue mathematics for its own sake, or to apply its methods to other disciplines and projects, my students must study these concepts with the goal of internalizing them, then my job is to give them what they need.

الخلفية التعليمية

دكتوراة, Mathematics
  • في Universiti Sains Malaysia
  • يونيو 2021
ماجستير, Mathematics
  • في Faculty of Sciences and Technology
  • أغسطس 2011
بكالوريوس, Mathematics and Computer Sciences
  • في Facuty of Science and Education
  • مايو 1994

Specialties & Skills

Mathematics
Science
Science Education
Education
• Computer and foreign language skills. • Oral communication and active listening skills.

اللغات

العربية
متمرّس
الانجليزية
متمرّس

العضويات

American Association for Science and technology
  • Member
  • January 2015

الهوايات

  • Research of Interest
    Mathematical epidemic models. Nonlinear dynamical systems. Mathematical modeling. Stability theory. Bifurcation theory and control chaos. Difference equations. Ordinary differential equations and their applications. Nonlinear partial differential equations and their applications.