Name: Santosh Kumar
Title: Adjunct Professor
Affiliation: RMIT University, Melbourne, Australia
Email: Santosh.Kumarau@gmail.com
Research
fields:
Continuous
Optimization (Linear)
Multi-Criteria
Decision Methods
Discrete
Optimization
Heuristics
Mathematical Programming
Networks
Community
Operations Research
Education
Operations Research
Operations Research
in Nonprofit Organization
Policy Modeling and
Public Sector OR
Qualifications:
1968 PhD, Delhi University, Delhi, India.
1959 MSc, Vikram University, Ujjain, India
1956 BSc, Rajasthan University, Jaipur India.
Publications: (Some recent
publications)
Ali Al-Hasani, Masar Al-Rabeeah, Santosh Kumar and Andrew Eberhard, A. (2020) A
rank-based solution method to determine non-dominated points for a
multi-objective assignment problem, To appear in International Journal of
Mathematical, Engineering and Management
Santosh Kumar, Ali Al-Hasani, Masar Al-Rabeeah and Andrew
Eberhard, (2020) A random search method for finding K >= 2 number of ranked
optimal solution to an assignment problem, Journal of Physics: Conference
Series 1490 (2020) 012063
IOP Publishing, doi:10.1088/1742-6596/1490/1/012063 (ICoMPAC 2019)
Al-Rabeeah, M., Al-Hasani,
A., Kumar, S., and Eberhard, A. (2020), Enhancement of the Improved
Recursive Method for Multi-objective Integer Programming Problem, Journal of
Physics: Conference Series 1490 (2020) 012061
IOP Publishing, doi:10.1088/1742-6596/1490/1/012061(ICoMPAC
2019)
Al-Rabeeah, M., Al-Hasani,
A., Kumar, S., and Eberhard, A. (2020), A criterion space Decomposition
Method for a Tri-objective integer program, Chapter 10 in Recent Advances in Mathematics for Engineering, (Editor
Mange Ram), CRC Press, Taylor Francis Group. IBN13:978-0-367-19086-6,
pp203-219.
Kumar, S., Munapo, E. Lesaoana, M. Nyamugure. P. and Dikgale, P. (2020),
Link weight modification for network optimization: Is it a tool, Philosophy, or
an Art? Chapter 11 in Recent Advances in Mathematics for Engineering, (Editor
Mange Ram), CRC Press, Taylor Francis Group. IBN13:978-0-367-19086-6,
pp221-236.
Santosh Kumar, Elias Munapo, Caston Sigauke, and Masar
Al- Rabeeah, (2020), The minimum spanning
tree with node index QUOTE
Masar Al-Rabeeah, Elias Munapo, A. Al-Hasani, Santosh Kumar and A. Eberhard, 2019), Computational
enhancement in the application of the branch and bound method for linear
integer programs and related models, International Journal of Mathematical,
Engineering and Management, Vol. 4. No. 5, pp 1140 – 1153.
(http://dx.doi.org/10.33889/IJMEMS.2019.4.5-090
Masar Al-Rabeeah, Santosh Kumar, Ali Al-Hasani, Elias Munapo and Andrew Eberhard,
(2019), A bi-objective integer programming analysis using the characteristic
equation, International Journal of System Assurance Engineering Management,
ISSN 0975-6809, DOI 10.1007/s13198-019-00824-7, Published online 05 July 2019.
10 pages.
Ali Al-Hassani, Masar
Al-Rabeeah, Santosh Kumar and Andrew Ebehard, (2019), Findinf all
non-dominated points for a bi-objective generalized assignment problem, IOP
Conf. Series: Journal of Physics: Conf. Series 1218 (2019) 012004 doi:
10.1088/1724-6596/1218/1/012004, pp 1-13.
CastonSigauke, Santosh Kumar, Norman Maswangani and Edmore Rangani, (2018),
Reliable Prediction of peak Electricity demand and Reliability of power system
management, Chapter 10 in System Reliability Management: Solutions and
Technologies, Edited by Adarsh Anand and Mange Ram, CRC Press, October 2018,
ISBN 9780815360728.
Ali Al_Hasani, Masar Al-Rabeeah, Santosh Kumar and Andrew Eberhard (2018), An improved
CPU time in tringle splitting method for solving a biobjective mixed integer
program, International Journal of Mathematical, Engineering and Management
Sciences, pp 1-14 (On line: https://www.ijmems.in/online-first-articles.html )
Santosh Kumar, Elias Munapo, ‘Maseka Lesaoana and Philimon
Nyamugure (2018), A minimum spanning-tree based approach to the travelling
salesman tour, Opsearch, Vol 55. No. 1, pp150-164. {DOI 10.1007/s12597-017-0318-5pp1-15.
2017}.
Elias Munapo, Santosh Kumar, ‘Maseka Lesaoana and Philimon Nyamugure (2017), Transhipment
Approach – A new formulation for the Travelling Salesman Problem, Chapter 9,
Industrial Engineering and Management Practice, International Research
Publication House, Delhi, India.pp 173-193.