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Morteza Oveisiha

Associate Professor

Update: 2025-04-23

Morteza Oveisiha (Faculty Member)

Faculty of Sciences / Pure Mathematics

Master Theses

  1. Approximate convex functions and their applications in variational inequalities
    Sahar Pourfarrokh
  2. Quasi-conjugate duality in nonconvex optimization
    Fatemeh Mafi
  3. characterizations of Leviten-Polyak well - posedness of split variational inequality
    Moein Rahmani
  4. Metric characterizations for well-posedness of split hemivariational inequalities
    AZADEH MIRZAEI TAKLIMI
  5. Proximal point method for a special class of nonconvex multiobjective optimization problems
    Mahbobeh Fallah
  6. Quasi approximate solutions for robust convex optimization problems
    Somayeh Shiri
  7. weak sharp solutions of mixed variational inqualities in Banach spaces.
    Samira Ghavidel kalashami
  8. Minty variational principle for nonsmooth vector optimization problems with generalized approximate convexity
    Fatemeh Irandost
  9. some characterizations of robust optimal solutions for uncertain optimization problems
    Mina Akbari mmaghani
  10. ontinuity and Convexity of a Nonlinera Scalarizing Function in Optimization Problems and its Applications
    Maryam Saberi Haghayegh

  11. Masoumeh Naderi pour

  12. Somaye Khani
  13. Study of nonsmooth variational inequalities by using of gap functions
    Syedeh hajar Hoseini

  14. Hesam Mokhtarzade

  15. Mohammadreza Toghraei

  16. Hadi Bagheri

  17. Maryam Mokhtarypour
  18. Characterization of improvement sets via quasi interior and its applications in vector optimization
    Khadije Sharifi

  19. Zohre Kefayati

  20. Hamed Ghaeminezhad

  21. MITRA JAMALI

  22. Shokofeh Arshidar

  23. Babak Mohamadbigi salkhori

  24. Zabihallah Khodabandelo

  25. Ebrahim Rahmani

  26. Jahanbakhsh Habibevand

  27. Behnaz Feizbakhsh