Combinatorial Optimization Under Uncertainty

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Accelerated Segment Test
Allocation Problem
Average Cpu Time
Bernoulli Feedback
bilevel optimisation healthcare sector
Bilevel transportation problem
Category=PBT
Category=UMB
Category=UYQ
CI Algorithm
Classical Transportation Problem
cohort intelligence algorithm
Combinatorial
Combinatorial Optimization
Cone Method
Convergence Plots
cotton yield modelling
eq_bestseller
eq_computing
eq_isMigrated=1
eq_isMigrated=2
eq_nobargain
eq_non-fiction
Fs
fuzzy decision analysis
Fuzzy MCDM Problem
Fuzzy Number
Fuzzy Programming
Generalized Trapezoidal Fuzzy Number
healthcare sector
HFE
HFS
IFS
intuitionistic fuzzy quadratic programming
Linguistic Term Set
Matrix Geometric Method
Membership Function
multiobjective optimisation
Non-membership Functions
Optimal Transportation Problem
optimization
Optimized Matrix
Pythagorean Fuzzy Numbers
Queue Length
queuing theory applications
Retrial Queues
retrial queuing
robust scheduling methods
STAR heuristic approach
SVG Image
Transportation Problem
Trapezoidal Fuzzy Number
uncertain matrix games
Uncertainty

Product details

  • ISBN 9781032316581
  • Weight: 520g
  • Dimensions: 156 x 234mm
  • Publication Date: 12 May 2023
  • Publisher: Taylor & Francis Ltd
  • Publication City/Country: GB
  • Product Form: Hardback
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This book discusses the basic ideas, underlying principles, mathematical formulations, analysis and applications of the different combinatorial problems under uncertainty and attempts to provide solutions for the same. Uncertainty influences the behaviour of the market to a great extent. Global pandemics and calamities are other factors which affect and augment unpredictability in the market. The intent of this book is to develop mathematical structures for different aspects of allocation problems depicting real life scenarios. The novel methods which are incorporated in practical scenarios under uncertain circumstances include the STAR heuristic approach, Matrix geometric method, Ranking function and Pythagorean fuzzy numbers, to name a few. Distinct problems which are considered in this book under uncertainty include scheduling, cyclic bottleneck assignment problem, bilevel transportation problem, multi-index transportation problem, retrial queuing, uncertain matrix games, optimal production evaluation of cotton in different soil and water conditions, the healthcare sector, intuitionistic fuzzy quadratic programming problem, and multi-objective optimization problem. This book may serve as a valuable reference for researchers working in the domain of optimization for solving combinatorial problems under uncertainty. The contributions of this book may further help to explore new avenues leading toward multidisciplinary research discussions.

Dr. Ritu Arora received her Ph.D degree from University of Delhi, India. She has a teaching experience of 20 years in University of Delhi. Her research specialization is in the field of mathematical programming and its application to allocation problems. She is currently working as a Professor in the Department of Mathematics, Keshav Mahavidyalaya, University of Delhi.

Prof. Shalini Arora is presently working as Professor in Mathematics at Applied Sciences and Humanities Department, IGDTUW. She has more than 20 years of Teaching experience. She did her Masters and Ph.D in Mathematics from IIT Delhi. She is a recipient of the ‘Young Scientist Award’ by the SERC division of DST. She has a teaching experience of more than 19 years. Her areas of research interest include Mathematical Programming, Allocation Problems viz., Transportation and Assignment Problems, Combinatorial optimization etc.

Dr. Anand J Kulkarni holds a PhD in Distributed Optimization from Nanyang Technological University, Singapore. He worked as Research Fellow at Odette School of Business, University of Windsor, Canada. He is currently working as Professor and Associate Director of the Institute of AI at the MITWPU, Pune, India.

Dr. Patrick Siarry received a PhD degree from the University Paris 6, in 1986 and the Doctorate of Sciences (Habilitation) from the University Paris 11, in 1994. Since 1995, he is working as a professor in automatics and informatics. His main research interests are design of new stochastic global optimization heuristics and their applications to various engineering fields.