| Biography | |
|---|---|
 Prof. Hadi Nasseri University of Mazandaran, Iran |
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| Title: Mathematical Modeling under Uncertainty | |
| Abstract: Mathematical programming as one of the main branches of operations research is concerned with the optimal allocation of limited resources to several competing activities on the basis of given criteria of optimality. In conventional mathematical programming problems the observed data or parameters are usually imprecisebecause of incomplete information. Imprecise evaluations are primarily the result ofunquantifiable, incomplete and non-obtainable information. Fuzzy sets theory, grey theory and stochasticmodelling could be used to represent such imprecise data in mathematical modelling by generalizing problem appears in a natural way.Numerous researchers have studied various kinds of mathematical programming problems under uncertainty and proposed different approaches for solving them. This research is concentrated on introducing and solving some of these problems which are modeled under a kind of the mentioned uncertainty. However, these models are essentially practical and are useful in many disciplines, with this regard we will bring some illustrative cases in the real world which are modeled as a mathematical modeling under uncertainty. KeywordsFuzzy mathematical modeling, flexible programming, mathematical programming, parametric programming, stochastic programming. | |
| Biography: Education - Post-Doctoral Fellow: Department of Industrial Engineering, Sultan Qaboos University, Muscat, Oman, November 2017 - February 2018. - Supervisor: Dr. Chefi Triki. - Ph.D. in Applied Mathematics (Operations Research), Sharif University of Technology, Tehran, Iran, 2007 (Distinguished student). Thesis: Duality of Fuzzy Linear Programing by use of Linear Ranking Function Supervisor: Professor Nezam Mahdavi-Amiri (Distinguished Professor in Iran). Visiting Scholar at the Department of Industrial Engineering, and also International Research Award (JASSO), October 2006 till September 2007, Tokyo Institute of Technology, Tokyo, Japan. Supervisor: Professor Shinji Mizuno (Inventor of Interior Point in Optimization). - M.S: Applied Mathematics (Operations Research), Sharif University of Technology, Tehran, Iran, 2000-2002 (Distinguished student). Thesis: Non-monotonic trust region method for solving unconstrained nonlinear optimization. Supervisor: Professor Nezam Mahdavi-Amiri. B.S: Applied Mathematics, Department of Mathematics, University of Mazandaran, Babolsar, Iran, 1996-2000 (Distinguished student). | |
