Dr. A. R. M. Jalal Uddin Jamali
Professor
Department of Mathematics
Khulna University of Engineering & Technology (KUET)
Khulna -9203, Bangladesh.
Cell: 01714087243, Mail : armjamali@yahoo.com; jamali@math.kuet.ac.bd
Website : www.kuet.ac.bd/math/jamali/

Research

Tranportation Problem
A weighted opportunity cost based algorithm for cost minimization – a new approach in unbalanced transportation problems, UGC Research grand,, Bangladesh, December 2019- November 2020.
Distance Problem
Approximate Relations between Manhattan and Euclidean Distance in Perspective of Latin Hypercube Design, Research grand, KUET, July 2019- June 2020.
Optimization
Distance Problem
Optimization of Latin Hyper Cube Design with stack of distance matrix – a new technique to reduced significant computational cost
Special grant, Ministry of Science and Information & Communication Technology . No-39.00.0000.09.06.90.2018-09/Sl-306(EAS-03), Date 014/01/2019; duration 2018-2019
Optimization
Distance Problem
Reducing computation time in optimal Latin Hypercube experimental design – A new way of distance allocation for distances problems. Special grant, Ministry of Science and Information & Communication Technology . No-39.00.0000.09.06.79.2017/EAS-356, Date 06/11/2017; duration 2017-2018
Optimization
Transportation Problem,
Dynamic weighted opportunity cost based algorithmic approach on transportation problem, Research grand, July 2017- June 2018, UGC Research Grand, CASR, KUET, and Bangladesh.
Optimization
Transportation Problem,
A Linear Programming Approach in Transportation Problem for Optimizing Cost and Time, Research grand, July 2014- June 2015, UGC Research Grand, CASR, KUET, Bangladesh.
Packing Problem
Heuristic Approaches for Packing Problems: Circles in a Minimized Circular Container, Research grand, July 2010- June 2011,
(R&D Project) Ministry of Science and Information & Communication Technology, Bangladesh
LHD
Iterated Local Search Approaches for Optimal Latin Hypercube Designs, Research grand, July 2010- June 2011, KUET, Bangladesh.
(Research Project:)
DistanceProblem
“Heuristic Approaches for Maximin Distance and Packing Problems”, Dipartimento di Informatica (Computer Science), Università Degli Studi di Torino, Italy, February 18, 2009.
(PhD Thesis)
Evolutionary Algorithm
i) “Study of Solving Linear Equations by Hybrid Evolutionary Computation Techniques”, Department of Mathematics, KUET, 2004
(M. Phil Thesis Work)
Experimantal design, Numerical analysis, Operation Research, Evolutionary Algorithm
Latin Hyper Cube design
Transportation Problem
Last Update: 23 Aug 2020