Dr. Eghbal Hosseini
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Dr. Eghbal Hosseini

Researcher
Raparin Uinversity, Iraq

Highest Degree
Ph.D. in Mathematics from Payame Noor University, Iran

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Area of Interest:

Mathematics
100%
Set Covering Problems
62%
Mathematics Modeling
90%
Bi-Level Programming
75%
Optimization
55%

Research Publications in Numbers

Books
0
Chapters
0
Articles
0
Abstracts
0

Selected Publications

  1. Hosseini, E., 2017. Laying chicken algorithm: A new meta-heuristic approach to solve continuous programming problems. J. Applied Comput. Math., Vol. 6. 10.4172/2168-9679.1000344.
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  2. Hosseini, E., 2017. Gradient-simplex algorithm for solving linear programming problems. Applied Optim. Methodol. Manufact. Syst., .
  3. Hosseini, E., I. Nakhai, Kamalabadi and F. Danshfar, 2016. Two Optimization Approaches for Solving Non-Linear Bi-level Programming Problem. In: Handbook of Research on Modern Optimization Algorithms and Applications in Engineering and Economics, Vasant, P., G.W. Weber and V.N. Dieu (Eds.). IGI Global, USA., ISBN: 9781466696457, pp: 797-810.
  4. Hosseini, E., 2016. Solving linear tri-level programming problem using heuristic method based on bisection. J. Applied Sci., .
  5. Hosseini, E., I.N. Kamalabadi and M. Fathi, 2015. Combiningcontinuous and discrete met-heuristic approaches for solving non-linear TRI-level programming problem. J. Basic Applied Res. Int., 6: 11-24.
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  6. Hosseini, E. and I.N. Kamalabadi, 2015. Two approaches for solving non-linear Bi-level programming problem. Adv. Res., 4: 512-525.
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  7. Hosseini, E. and I.N. Kamalabadi, 2015. Smoothing and solving linear quad-level programming problem using mathematical theorems. Int. J. Math. Comput. Sci., 1: 116-126.
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  8. Hosseini, E. and I.N. Kamalabadi, 2015. Enhancing the solution method of linear Bi-level programming problem based on combining PSO algorithm with a modified genetic algorithm. Adv. Model. Optimiz., 17: 127-147.
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  9. Hosseini, E. and I.N. Kamalabadi, 2015. Combining a continuous search algorithm with a discrete search algorithm for solving non-linear Bi-level programming problem. J. Scient. Res. Rep., 6: 549-559.
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  10. Hosseini, E. and I.N. Kamalabadi, 2015. Bi-section algorithm for solving linear Bi-level programming problem. Int. J. Sci. Eng., 1: 101-107.
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  11. Hosseini, E. and I.N. Kamalabadi, 2015. A modified simplex method for solving linear-quadratic and linear fractional Bi-level programming problem. Global J. Adv. Res., 1: 142-154.
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  12. Hosseini, E. and I.N. Kamalabadi, 2014. Taylor approach for solving non-linear Bi-level programming problem. Adv. Comput. Sci.: Int. J., 3: 91-97.
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  13. Hosseini, E. and I.N. Kamalabadi, 2014. Solving linear tri-level programming problem using approaches based on line search and an approximate algorithm. Res. J. Manage. Sci., 3: 18-26.
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  14. Hosseini, E. and I.N. Kamalabadi, 2014. Line search and genetic approaches for solving linear tri-level programming problem. Int. J. Manage. Account. Econ., 1: 264-283.
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  15. Hosseini, E. and I.N. Kamalabadi, 2014. Enhancing the Solution method of linear tri-level programming problem utilizing a new heuristic approach. Global J. Adv. Res., 1: 56-68.
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  16. Hosseini, E. and I.N. Kamalabadi, 2013. A genetic approach for solving bi-level programming problems. Adv. Model. Optimizat., 15: 719-733.
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  17. Daneshfar, F. and E. Hosseini, 2012. Load-frequency control in a deregulated environment based on bisection search. Iran. J. Electr. Electron. Eng., 8: 303-310.
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