Currently, the techniques of operation research are widely used in every aspect of day-to-day life. This book discusses a variety of problems that arise in various businesses and develops mathematical theories as well as technology answers to solve them from an industry perspective.
Optimization Techniques and Associated Applications incorporates cutting-edge methods for locating early workable answers to an optimization challenge and acts as a road map for creating a catastrophe management paradigm that is sustainable. This book offers numerical methods for resolving mathematical issues that can be found in numerous sectors and includes specific case studies of actual industrial optimization applications. The uncertainty that arises in various businesses is explored and new and recently developed techniques are discussed.
Because this book primarily focuses on operations research and solutions to the challenges across a variety of disciplines, the audience is expansive and can include professionals, students, and researchers from mathematics as well as engineers from industrial engineering, computer science, information technology, mechanical, civil, electrical, petroleum, chemical, aerospace, aviation, meteorology, disaster management, and other departments.
Currently, the techniques of operation research are widely used in every aspect of day-to-day life. This book discusses a variety of problems that arises in various businesses and develops mathematical theories as well as technology answers to solve them from an industry perspective.
Preface. Editors. Contributors.
Chapter 1 Performance Analysis of Redundant Machining System under Generalized Triadic Policy.
Chapter 2 Solving Physical System Problems Using Partial Differential Equations.
Chapter 3 Solution to One-Dimensional Heat Equation with Nonlocal Boundary Condition.
Chapter 4 Identification of Optimum Public EV Charging Stations.
Chapter 5 Spanning Soft Trees.
Chapter 6 A Review on the Transshipment Problems in Optimization Theory.
Chapter 7 The Analysis of Sustainability of Women Entrepreneurship by the Use of Complex Fuzzy Matrices.
Chapter 8 Operational Controllability of Neutral Higher-Order Integrodifferential Systems.
Chapter 9 Fuzzy Random Multi-Objective Quadratic Transportation Problem.
Chapter 10 Unleashing the Power of Nature-Inspired Optimization.
Chapter 11 EJMD Method for an Unbalanced Fully Intuitionistic Fuzzy Solid Transportation Problem.
Chapter 12 Discrete Fourier Series Using Generalized Difference Operator. Appendix. Glossary . Index.
Dr. Sandeep Singh is an Assistant Professor with the Department of Mathematics at Akal University Talwandi Sabo, Bathinda, Punjab, India. He received his Ph.D. in Group Theory (Mathematics) from the School of Mathematics, Thapar University, Patiala, India, and his M.Sc. degree in Mathematics from Punjabi University, Patiala, India. He was also a postdoctoral fellow in the Department of Mathematics, Indian Institute of Technology Roorkee under the program SERB- NPDF (National Postdoctoral fellowship). His research interests include Group Theory, Automorphism Groups, Number Theory, Sum-set Problems, and Optimization Techniques. Besides holding an excellent academic record throughout, He has cleared the National Level Examinations NET- JRF conducted by UGC-CSIR, India. He has also been a recipient of CSIR junior and senior research fellowships for 2011-2013, and 2013-16 respectively. Dr. Singh has published more than 20 research papers in various journals of international repute and has presented his research work at various international conferences and has received travel support from the Department of Science and Technology (DST), India. He has 8 years of teaching experience. and is a life member of Ramanujan Mathematical Society and Indian mathematical Society and a reviewer of the American Mathematical Society.
Dr. Sandeep Dalal received his Master of Science degree in Mathematics from IIT Delhi, New Delhi. In 2016, he joined as a full-time Ph.D. scholar in the Department of Mathematics, Birla Institute of Technology and Science, Pilani, Pilani Campus under the supervision of Dr. Jitender Kumar in the area of algebraic graph theory. Dr. Dalal is qualified Graduate Aptitude Test for Engineering (GATE) for Mathematics in 2013 and also qualified National Eligibility Test (NET) in 2017. He received a research excellence award from the Department of Mathematics, BITS Pilani, Pilani in 2021, and worked at Akal University, Bathinda, India as an Assistant Professor from October 2021 to January 2022. Currently, he is a postdoctoral fellow at NISER, Bhubaneshwar, Orissa, India.
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