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Multiple Objective
Layout Design
Behnam Malakooti
Brief Table Of Contents
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Part I. Multiple Objective Facility Layout Optimization
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Part II. Multiple Objective Assembly Line Balancing Optimization
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Part III. Single-Layer Facility Layout and Networks
Detailed Table Of Contents
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Part I. Multiple Objective Facility Layout Optimization
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Multi-Objective Facility Layout: A Heuristic Method to Generate All Efficient
Alternatives (33)
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1. Introduction
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2. Generation of Efficient Layout by Weighting Methods and their
Characteristics
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2.1. Generation of Weights Associated with an Alternative
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3. A Heuristic Search Technique to Generate Efficient Layout Alternatives
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4. An Example, Deriving Weights and Experiments
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5. Conclusions and Discussions
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6. Appendix A. Details of Experiments Reported in Table 2
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7. Appendix B. An Example of a Nine-Department Problem
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8. Appendix C. An Example
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9. References
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Multiple Objective Programming for the Quadratic Assignment Problem (42)
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1. Introduction
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2. A Multiple Criteria Decision Making Quadratic Assignment Formulation
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3. A Heuristic Solution Procedure to Generate Efficient Layout Solutions
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4. Assessment of Weighting Factors
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5. Some Experiments with Computer Packages and an Example
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6. Conclusions and Discussion
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7. Appendix
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8. References
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Computer Aided Facility Layout Selection with Applications to Multiple Criteria
Manufacturing Planning Problems (43)
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1. Introduction
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2. The Multiple Criteria Decision Making Facility Layout Problem
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3. An Interactive Approach for Facility Layout Selection
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4. Some Experiments with the Method
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5. Conclusions and Further Research
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6. Appendix
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7. References
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An Expert System Using Priorities for Solving Multiple Criteria Facility Layout
Problems (37)
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1. Introduction
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2. Layout Construction by Expert Systems
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2.1. Database
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2.2. Knowledge Base
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2.3. Priority Base
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3. The Mechanism of the Inference Engine
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4. Some Experiments with Computer Package
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5. An Example
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6. Conclusions
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7. References
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Part II. Multiple Objective Assembly Line Balancing Optimization
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A Multiple Criteria Decision Making Approach for the Assembly Line Balancing
Problem (28)
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1. Introduction
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2. Mathematical Formulation and Assumptions
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2.1. Objective One - Number of Workstations
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2.2. Objective Two - Cycle Time
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2.3. Objective Three - Operating Short-Term Cost
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2.4. The MCDM-ASSEMBLY LINE BALANCING Problem with its Constraints
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3. Generation of Efficient Alternatives and Quasi-Concave and Quasi-Convex
Utility Functions for Assembly Line Balancing
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4. An Interactive Procedure for Solving the Multiple Criteria Decision Making
Assembly Line Balancing Problem
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4.1. Exact Procedure for Quasi-Convex Utility Function
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4.2. Exact Method for any Preference Structure
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5. The Bicriteria Assembly Line Balancing Problem and some Illustrative
Examples
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5.1. Numerical Example for Quasi-Concave Utility Function with Three Criteria
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6. Computational Examples
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7. Assembly Line Balancing with Several Criteria: an Improved Goal Programming
Approach
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8. An Improved Goal Programming
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9. An Interactive Paired Comparison Method Using Improved Goal Programming
Method
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10. Conclusions
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11. References
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Assembly Line Balancing with Buffers by Multiple Criteria Optimization (17)
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1. Introduction
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2. Problem Notations and Formulation
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3. Single Objective: Minimizing Total Cost of Operation
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4. Multiple Criteria Decision Making for Assembly Line Balancing with Buffers
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5. Definition of Efficiency and Generation of Efficient Alternatives
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6. Computational Experiments
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7. Ranking of Efficient Alternatives and Selection of the Best Alternative
(Interactive Method)
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8. Conclusions
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9. References
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An Expert System for Solving Multi-objective Assembly Line Balancing Problems
(12)
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1. Introduction
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2. The Multiple Objective Assembly Line Balancing Problem and Selected
Procedures
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3. Design of the Expert System for the Multiple Objective Assembly Line
Balancing Problem
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4. The Operation of the Expert System for the Multiple Objective Assembly Line
Balancing Problem
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5. A Session with the Expert System for the Multiple Objective Assembly Line
Balancing Problem
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6. Conclusions
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7. References
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Part III. Single-Layer Facility Layout and Networks
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Unidirectional and Bi-directional single Row Layouts by Largest Candidate
Heuristics with application to Design of Tele-communication Networks (3)
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1. Abstract
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2. Introduction
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3. Mathematical Model and the Largest Candidate Heuristic for Unidirectional
Layout
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4. The Largest Candidate Heuristic for Unidirectional Layout
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5. Some Experiments and Computational Results
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6. Bi-Directional Facility Layout Problem
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7. Conclusions
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8. References
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Unidirectional Loop Network Layout by a Linear Programming Heuristic and Design
of Tele-communications Networks (2)
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1. Abstract
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2. Introduction
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3. Mathematical Model and the Heuristic
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4. Two Other Extensions of the Heuristic (#2 and #3)
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5. Experiments and Computational Results with Three Heuristics
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6. Conclusions
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7. References
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