Mehrdad Azadi

Educational Information

DegreeGraduated AtMajorUniversity
Bachelor1366mathematicsTarbiat moalem university
Master1371mathematicsshiraz university
DOCTORAL1386mathematicsTehran

Description

Personal Information:

 

  • Date of Birth: 1964.
  • Position: Assistant  Prof. in Mathematics.
  • Email:  Meh.azadi@iauctb.ac.ir ( preferdor  . 
  • Current postal address: Department of Mathematics, Faculty of Science,Islamic Azad University, Central Tehran Branch,  

Educational Background

 

  • Ph.D.  2007.  Science & Research Branch, Islamic Azad University, Tehran, Iran, Department of Mathematics.
  • M.S.  1992. Shiraz  University, shiraz, Iran, College of Mathematics.
  • B.S.  1987.  Tarbiat moalem University, Tehran, Iran, Department of Mathematics.

Areas of Expertise and Research Interests

  • Harmonic Analysis.
  •  Topological Group and Topological Semigroup.
  •  Fixed Point Theory.
  •  Banach Algebra.

 

Academic Experiences

 

  • Vice Chancellor for Research, Islamic Azad University, Central Tehran Branch,  2011 (May 24) –Present, 
  • Vice Chancellor for Student Affairs, Islamic Azad University, Central Tehran Branch 2010-2011.
  • Member of University Personnel Committee, 2008-Present.
  • Iranian Mathematical Society Representative in the Department, 1998-Present.
  • Chair of Department of Mathematics,Islamic Azad University, Central Tehran Branch 2005-2007.
  • Member of University Research Board,Islamic Azad University, Central Tehran Branch, June 2008-Now
  • Undergraduate & Graduate Advisor, 2005-2007.
  • Chair of University Mathematics Competition Committee, 2008-Present.
  • Chair of Department Mathematics Competition Committee, 2002-2003.

 

Professional Memberships

 

  •  Director-in-Chief  of  Journal of Linear and Topological Algebra (http://jlta.iauctb.ac.ir)
  • Ordinary member Iranian Math. Soc. Tehran, Iran 1996-present
  •  Iranian Mathematical Society Representative in the Department, 1998-Present.

 

Membership in Editorial Boards

 

Courses Taught

  • Harmonic Analysis.
  • Functional Analysis.
  •  Measure Theory.
  •  Operator Theory.
  • Seminars on Harmonic Analysis
  •  Seminars on Banach Algebra.
  • Mathematical Analysis I, II, and III .
  •  Topology.
  • Analytic Geometry and Calculus I, II, and III.
  • Algebra I, II.
  • Complex Analysis.

 

 

Publications