Operations Research
Price: 810.00 INR
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ISBN:
9780198096184
Publication date:
20/08/2014
Paperback
708 pages
242.0x160.0mm
Price: 810.00 INR
We sell our titles through other companies
Disclaimer :You will be redirected to a third party website.The sole responsibility of supplies, condition of the product, availability of stock, date of delivery, mode of payment will be as promised by the said third party only. Prices and specifications may vary from the OUP India site.
ISBN:
9780198096184
Publication date:
20/08/2014
Paperback
708 pages
242.0x160.0mm
First Edition
S.R. Yadav & A.K. Malik
Operations Research is designed as a textbook for undergraduate students of science and engineering. It is intended to help them understand and apply operations research techniques in industrial operations and to create awareness on optimization in utilization of resources. The book may also be used as a reference for management courses as well as research studies in this field.
Suitable for: A textbook for undergraduate students of science and engineering.
Rights: World Rights
First Edition
S.R. Yadav & A.K. Malik
Description
Operations Research is designed as a textbook for undergraduate students of science and engineering. It is intended to help them understand and apply operations research techniques in industrial operations and to create awareness on optimization in utilization of resources. The book may also be used as a reference for management courses as well as research studies in this field. The book introduces basic topics such as formulation and graphical solution of linear programming problems (LPP), simplex and revised simplex methods, duality and sensitivity analysis, transportation and assignment models. It then moves on to advanced topics, such as sequencing and scheduling (critical path method and program evaluation and review technique), dynamic, integer, and goal programming, game and decision theories, queuing, replacement, and inventory (deterministic and probabilistic) models, simulation, non-linear programming, and classical optimization techniques. Seven appendices at the end of the book discuss a few preliminary mathematical concepts in brief, and provide a few tables that would be helpful in solving certain problems provided in the book.
First Edition
S.R. Yadav & A.K. Malik
Table of contents
Chapter 1. Introduction to Operations Research
Chapter 2. Linear Programming Problem I—Formulation
Chapter 3. Linear Programming Problem II—Graphical Method
Chapter 4. Linear Programming Problem III—Simplex Method
Chapter 5. Linear Programming Problem IV—Revised Simplex Method
Chapter 6. Duality in Linear Programming
Chapter 7. Post-optimality Analysis or Sensitivity Analysis
Chapter 8. Transportation Problems
Chapter 9. Assignment Problems
Chapter 10. Sequencing
Chapter 11. Project Scheduling
Chapter 12. Dynamic Programming
Chapter 13. Integer Programming
Chapter 14. Queuing Theory
Chapter 15. Goal Programming
Chapter 16. Game Theory
Chapter 17. Decision Theory—Analysis
Chapter 18. Networking
Chapter 19. Replacement Models
Chapter 20. Simulation
Chapter 21. Inventory Models
Chapter 22. Classical Optimization Techniques
Chapter 23. Non-linear Programming Problem I—Search Techniques
Chapter 24. Non-linear Programming II— Quadratic and Separable
First Edition
S.R. Yadav & A.K. Malik
Features
- Includes chapters on topics such as project scheduling, replacement models, inventory models, and non-linear programming
- Provides end-chapter exercises such as multiple-choice questions, true or false questions, fill in the blanks, review questions, numerical problems, and conceptual problems
- Illustrates multiple methods to solve certain problems
- Includes previous years' examination questions of various universities
- Online Resources
- The companion website of the book contains the following additional resources to aid faculty and students:
- For Faculty
- Chapter-wise PowerPoint Slides
- Solutions Manual
- For Students
- Multiple-choice Questions
First Edition
S.R. Yadav & A.K. Malik
Description
Operations Research is designed as a textbook for undergraduate students of science and engineering. It is intended to help them understand and apply operations research techniques in industrial operations and to create awareness on optimization in utilization of resources. The book may also be used as a reference for management courses as well as research studies in this field. The book introduces basic topics such as formulation and graphical solution of linear programming problems (LPP), simplex and revised simplex methods, duality and sensitivity analysis, transportation and assignment models. It then moves on to advanced topics, such as sequencing and scheduling (critical path method and program evaluation and review technique), dynamic, integer, and goal programming, game and decision theories, queuing, replacement, and inventory (deterministic and probabilistic) models, simulation, non-linear programming, and classical optimization techniques. Seven appendices at the end of the book discuss a few preliminary mathematical concepts in brief, and provide a few tables that would be helpful in solving certain problems provided in the book.
Read MoreTable of contents
Chapter 1. Introduction to Operations Research
Chapter 2. Linear Programming Problem I—Formulation
Chapter 3. Linear Programming Problem II—Graphical Method
Chapter 4. Linear Programming Problem III—Simplex Method
Chapter 5. Linear Programming Problem IV—Revised Simplex Method
Chapter 6. Duality in Linear Programming
Chapter 7. Post-optimality Analysis or Sensitivity Analysis
Chapter 8. Transportation Problems
Chapter 9. Assignment Problems
Chapter 10. Sequencing
Chapter 11. Project Scheduling
Chapter 12. Dynamic Programming
Chapter 13. Integer Programming
Chapter 14. Queuing Theory
Chapter 15. Goal Programming
Chapter 16. Game Theory
Chapter 17. Decision Theory—Analysis
Chapter 18. Networking
Chapter 19. Replacement Models
Chapter 20. Simulation
Chapter 21. Inventory Models
Chapter 22. Classical Optimization Techniques
Chapter 23. Non-linear Programming Problem I—Search Techniques
Chapter 24. Non-linear Programming II— Quadratic and Separable
