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Surname : ghaemi Name : Mohamad Bagher Date of birth: 1961 Present Position : Associate Professor Department : Mathematics Ph.D. , Applied Mathematics, uk 2000 Tel : +98-21- 73225412 Website : http://webpages.iust.ac.ir/mghaemi/ E-mail : mghaemi AT iust.ac.ir |
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Doctor of Philosophy (PhD )Mathematics Functional Analysis,Glasgow University (UK) 1996- 2000 Master’s Course from October 1987 to July 1990, graduating M.Sc. in Mathematics Undergraduate Course from October 1983 to July 1987, graduating B.Sc. in Mathematics and Mathematical Education Example - “Regional Workshop on the UNDP Evaluation Policy 2006 |
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associate professor in Iran University of Science and Technology Since 2010. Assitsnt professor in Iran universityof Science and Technology 2005 - 2010 Assistant professor in Birjand University 2001 -2005 Lecturer Birjand university 1990-1996 |
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Real Analysis (postgraduate and in Faculty ofMathematical Science Functional Analysis (postgraduate and in Faculty ofMathematical Science Nonlinear analysis and its application Analysis 1 Analysis 2 Calculus 1 Ordinary differential equations |
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operator theory spectrol theory Local spectral theory pseudo differential operators probabilistic metric and normed spaces functional equations and stability pde |
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Application of Monotonicity Method on some classes of - AIMS aimsciences.org/AIMS-Conference/conf-reg2010/ss/detail.php Amenable Banach algebra and scalar-type spectral operators The existence of weak solution for P(X)- boundary value problems, Approximate qneruaternary homomrphisms on quaternary algebras On the stability of the cubic functional equation in RN- spaces; Afixed point approach, Generalized Hyers_Ulam-Rasias theorms in Serstnev PN-spaces. Sums and product of commuting scalar-type spectral operators |
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M. B.; Majani, H.; Park, C. Generalized Ulam-Hyers stability of Jensen functional equation in Šerstnev PN spaces. J. Inequal. Appl. 2010, Art. ID 868193, 14 pp, 39B82 (39B52) using a cubic polynomial model for the years 1991 and 2001. ... the sums and products of commuting ac-operators |
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Books written | ||
Spectral theory Of linear operators
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