Flowshop Group Scheduling : Sequence Dependent Setup Times (International Series in Operations Research & Management Science)

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Flowshop Group Scheduling : Sequence Dependent Setup Times (International Series in Operations Research & Management Science)

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  • 製本 Hardcover:ハードカバー版
  • 言語 ENG
  • 商品コード 9783032203274

Full Description

This book provides a comprehensive exploration of permutation flowshop group scheduling, focusing on sequence-dependent setup times (SDST) to minimize makespan and total completion time. Grounded in Group Technology philosophy, it bridges the gap between theoretical rigor and industrial practice, synthesizing over fifty years of research.

The text covers foundational scheduling concepts, computational complexity, and the formal classification of the Flowshop Group Scheduling Problem. It details exact and heuristic solution methodologies, including Mixed-Integer Linear Programming, sophisticated lower-bounding techniques, constructive heuristics, and metaheuristics like Tabu Search and Genetic Algorithms. Innovations include using inserted machine idle times to minimize makespan under SDST constraints.

Unique features include consideration of carryover setups, which are critical in electronics manufacturing, such as Printed Circuit Board assembly. Applications extend beyond manufacturing to service sectors like healthcare and cloud processing. Concluding with the "AI Revolution," the book recommends Deep Reinforcement Learning for real-time decision-making.

This book is designed as a definitive reference for students, researchers, and software developers, as well as professionals and consultants seeking a higher-level understanding of shop floor control and intelligent systems innovation.

Contents

Introduction and Scope.- Fundamentals of Scheduling Theory.- The Flowshop Group Scheduling Problem.- Models and Lower Bounds.- Constructive Heuristics to Minimize Makespan.- Local Search and Metaheuristics for Minimizing Makespan.- Total Completion Time Minimization.- Total Completion Time Minimization with Carryover Sequence Dependent Setups.- Summary, Related Problems, and Future Research Directions.

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