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 | تاریخ ارسال: 1398/11/14 | 

 
 

 
 
PERSONAL INFORMATION
 
Alireza Kabgani, Ph. D.
Assistant Professor
Mathematics Group, Department of Environment
Urmia University of Technology
Band High Way, P.O. Box ۵۷۱۵۵-۴۱۹, Urmia, Iran.
Email: a.kabganiut.ac.ir,  a.kabganiuut.ac.ir
Non-Resident Researcher
School of Mathematics, Institute for Research in Fundamental Sciences (IPM),
P.O. Box ۱۹۳۹۵-۵۷۴۶, Tehran, Iran.
Email: a.kabganiipm.ir
Google Scholar
 https://orcid.org/۰۰۰۰-۰۰۰۱-۶۵۵۴-۶۹۶۹

RESEARCH INTERESTS

Non-convex Optimization
Nonsmooth Optimization
Multiobjective Optimization
Semi-infinite Optimization

EDUCATION
 
Ph.D. in Applied Mathematics (Operation research and Optimization), University of Tehran, Tehran, Iran, ۲۰۱۷.
Thesis Title: Optimality conditions and generalized gradients.
Supervisor: Dr. Majid Soleimani-damaneh.
Adviser: Dr. Mohammad B. Asadi.
M.Sc. in Applied Mathematics (Operation research and Optimization), University of Tehran, Tehran, Iran, ۲۰۱۲.
Dissertation Title: Limiting subdifferentials in Hilbert spaces and nonsmooth optimization.
Supervisors: Dr. Majid Soleimani-damaneh and Dr. Mohammad B. Asadi.
B.Sc. in Pure Mathematics, University of Tabriz, Tabriz, Iran, ۲۰۱۰.
 
PUBLICATIONS
 
  1. F. Lara, A. Kabgani (۲۰۲۱) On global subdifferentials with applications in nonsmooth optimization. Journal of Global Optimization , Doi: ۱۰.۱۰۰۷/s۱۰۸۹۸-۰۲۰-۰۰۹۸۱-۱
  2. A. Kabgani, M. Soleimani-damaneh (۲۰۱۹) Constraint qualifications and optimality conditions in nonsmooth locally star-shaped optimization using convexificators. Pacific Journal of Optimization, ۱۵(۳), ۳۹۹-۴۱۳. Link
  3. A. Kabgani, M. Soleimani-damaneh (۲۰۱۸). Characterization of (weakly/properly/robust) efficient solutions in nonsmooth semi-infinite multiobjective optimization using convexificators. Optimization (GOPT), Doi: ۱۰.۱۰۸۰/۰۲۳۳۱۹۳۴.۲۰۱۷.۱۳۹۳۶۷۵
  4. A. Kabgani, M. Soleimani-damaneh (۲۰۱۷). Relationships between convexificators and Greenberg-Pierskalla subdifferentials for quasiconvex functions. Numerical Functional Analysis and Optimization. Doi: ۱۰.۱۰۸۰/۰۱۶۳۰۵۶۳.۲۰۱۷.۱۳۴۹۱۴۴
  5. A. Kabgani, M. Soleimani-damaneh, M. Zamani (۲۰۱۷). Optimality conditions in optimization problems with convex feasible set using convexificators. Mathematical Methods of Operations Research. Doi: ۱۰.۱۰۰۷/s۰۰۱۸۶-۰۱۷-۰۵۸۴-۲
  6. M. Zamani, M. Soleimani-damaneh, A. Kabgani (۲۰۱۵) Robustness in nonsmooth nonlinear multi-objective programming. European Journal of Operational Research. Doi: ۱۰.۱۰۱۶/j.ejor.۲۰۱۵.۰۶.۰۳۱

CONFERENCES
 
  1. A. Kabgani (۲۰۲۰, September, ۶-۹). Optimality Conditions for Nonsmooth Quasi-Convex Optimization Problems Using 𝜺-Upper Regular Convexificators. ۱۳th International Conference of Iranian Operations Reserach Society. Shahrood, Iran.
  2. M. Soleimani-damaneh, A. Kabgani (۲۰۱۶, July, ۱-۲). Semi-quasidifferentiable multiobjective optimization. ۱۴th EUROPT Workshop on Advances in Continuous Optimization. Warsaw, Poland.
  3. E. Lotfian, A. Kabgani, Z. Barkhordari-fard (۲۰۱۶, April, ۲۷-۲۸). Kernel smoothed density estimation for C۱,۱ probability density functions (in Persian). ۱st Seminar on nonparametric statistics and its applications. Tehran, Iran.
  4. A. Kabgani, M. Soleimani-damaneh, M. Zamani (۲۰۱۵, August, ۲-۷).  Optimality conditions in nonsmooth convex multi-objective programming using convexificators.۲۳rd International Conference on Multiple Criteria Decision Making. Humburg, Germany.
  5. M. Zamani, M. Soleimani-damaneh, A. Kabgani (۲۰۱۵, August, ۲-۷).  Robust solutions of nonlinear multiple-objective programming problems. Humburg, Germany.
  6. A. Kabgani (۲۰۱۳, January, ۱۹-۲۲). The uniqueness of KKT multipliers for nonsmooth multiple-objective optimization in separable Hilbert spaces. International Conference on Operations Research and Optimization. Tehran, Iran.

TALKS
  1. Generalized Gradients: A Historical Review (۲۰۲۱). Urmia University of Technology, Urmia, Iran
  2. Subdifferentials and nonsmooth optimization (۲۰۱۶). Institute for Research in Fundamental Sciences (IPM), Tehran, Iran.
  3. CQ conditions for nonconvex semi-infinite problems (۲۰۱۶). Institute for Research in Fundamental Sciences (IPM), Tehran, Iran.
 RESEARCH PROJECTS
  1. Nonsmooth Multi-objective Optimization Using Non-classical subdifferential and Its Applications (۲۰۲۱). Iran National Science Foundation.
  2.  Quasidifferentiability and Its Applications in Nonsmooth Optimization Problems (۲۰۲۰). School of Mathematics, IPM, Tehran, Iran.
  3. Nonsmooth Optimization Using Convexificators (۲۰۱۹). School of Mathematics, IPM, Tehran, Iran.

TEACHING EXPERIENCES
  • Linear Optimization I, University of Tehran.
  • Linear Optimization II, University of Tehran.
  • Nonlinear Optimization, University of Tehran.
  • Engineering Mathematics, Ghiasodin Jamshid Kashani Institute.
  • Linear Algebra, Ghiasodin Jamshid Kashani Institute.
  • Algebra, Ghiasodin Jamshid Kashani Institute.
  • Discrete Mathematics, Ghiasodin Jamshid Kashani Institute.
  • Logic and Set Theory, Ghiasodin Jamshid Kashani Institute.
  • Calculus I, Ghiasodin Jamshid Kashani Institute, Urmia University of Technology.
  • Calculus II, Ghiasodin Jamshid Kashani Institute, Urmia University of Technology.
  • Differential Equations, Urmia University of Technology.
  • Introduction to LaTeX, University of Tehran.


MEMBERSHIPS
 
  • IORS (Iranian Operation Research Society)
  • IMS (Iranian Mathematical Society)
  • International MCDM Society
  • WGGC (Working Group on Generalized Convexity)
  
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