PSK1985

Dr. P. Senthil Kumar is an Associate Professor (Mathematics) at the Amity School of Engineering and Technology of Amity University, Bengaluru, Karnataka, India. He received B.Sc., M.Sc., and M.Phil. degrees from Jamal Mohamed College, Tiruchirappalli in 2006, 2008, and 2010, respectively. Furthermore, he received a B.Ed. degree from the Jamal Mohamed College of Teacher Education in 2009. Additionally, he completed PGDCA in 2011 at Bharathidasan University and PGDAOR in 2012 at Annamalai University, Tamil Nadu, India. His Ph.D. thesis, completed at Jamal Mohamed College in 2017, is titled “Algorithmic approach for solving allocation problems under intuitionistic fuzzy environment”. He has published many research papers in peer-reviewed national and international journals such as International Journal of System Assurance Engineering and Management, International Journal of Fuzzy Logic and Intelligent Systems, International Journal of Fuzzy System Applications, International Journal of Logistics Systems and Management and International Journal of Operational Research. He has also presented research papers in International Conference on Mathematical Modeling and Applied Soft Computing (MMASC-2012) and International Conference on Mathematical Sciences (ICMS-2014). Moreover, he has published nine book chapters for IGI Global publication, USA. Out of nine book chapters, one is indexed in Web of Science and four are indexed in Scopus. He has introduced the PSK (P. Senthil Kumar) method and PSK theorem for solving intuitionistic fuzzy transportation problems in uncertain environments. And also, he has proved the supporting theorem, which states that the solution obtained by the PSK method for solving intuitionistic fuzzy transportation problems is always an optimal solution. Its relevant articles have been published in Springer Journals which are indexed in Scopus and Web of Science. He has been acting as an Editorial Board Member (EBM) of various reputed journals. He is an Editorial Advisory Board (EAB) member of some book publications. He has 12 years of teaching and research experience. His areas of research interest include fuzzy optimization, intuitionistic fuzzy optimization, operations research, numerical analysis, and graph theory.