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Shine-Der Lee

Researcher at National Cheng Kung University

Publications -  19
Citations -  334

Shine-Der Lee is an academic researcher from National Cheng Kung University. The author has contributed to research in topics: Carrying cost & Economic production quantity. The author has an hindex of 11, co-authored 19 publications receiving 319 citations.

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On solving unreliable planar location problems

TL;DR: An important class of location problems, where p unreliable facilities are to be located on the plane, is addressed, so as to minimize the expected travel distance or related transportation cost between the customers and their nearest available facilities.
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A weighted approach for cellular manufacturing design: Minimizing intercell movement and balancing workload among duplicated machines

TL;DR: In this article, a multi-criteria, weighted approach is developed to form machine cells and part families for configuring cellular manufacturing systems, considering cycle demand, batch size, pallet size, routeing sequences, processing times, machine capacities, and workload status of machines.
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Joint determination of machine cells and linear intercell layout

TL;DR: An enhanced simulated annealing approach augmented with dynamic programming algorithm is developed, where the machine cells and their respective locations in the layout are simultaneously determined by dynamic programming.
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Joint production and delivery lot sizing for a make-to-order producer–buyer supply chain with transportation cost

TL;DR: An integrated production/delivery quantity model in a make-to-order producer–buyer supply chain is analyzed and significant cost savings can be realized by implementing the proposed approach into the network optimization process.
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A genetic-based algorithm with the optimal partition approach for the cell formation in bi-directional linear flow layout

TL;DR: The objective is to minimize the actual intercell flow cost, instead of the typical measure that optimizes the number of intercell movements, by developing a genetic-based algorithm with optimal partition approach for solving the joint problem.