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Mathematical Modelling and a Meta-heuristic for Cross Border Supply Chain Network of Re-configurable Facilities

机译:可重构设施跨境供应链网络的数学建模与元启发式

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摘要

In supply chain management (SCM), Facility location-allocation problem (FLAP) comes under strategic planning and has been a well-established research area within Operations Research (OR). Owing to the billion dollar trade between USA-Canada the supply chain costs and difficulties are growing. Binary Integer Linear Programming (BILP) mathematical model is formulated to incorporate several parameters which would optimize the overall supply chain cost. Capacitated, single commodity, multiple time period (dynamic) and multi-facility location allocation problem is considered. Canada being a part of “The Kyoto protocol”, a part of the United Nations Framework Convention on Climate Change, has declared to abide by global effort to reduce GHG emissions. Developed math model will include an important constraint to optimize production keeping the Carbon di-oxide gas [��2] emission levels within specified limits. Simulated annealing based Meta-heuristic is developed to solve the problem to near optimality.
机译:在供应链管理(SCM)中,设施位置分配问题(FLAP)处于战略规划之下,并且已成为运筹学(OR)中公认的研究领域。由于美国和加拿大之间十亿美元的贸易,供应链的成本和困难正在增加。制定了二进制整数线性规划(BILP)数学模型,以合并将优化总供应链成本的几个参数。考虑容量受限,单一商品,多个时间段(动态)和多设施的位置分配问题。加拿大是《京都议定书》的一部分,也是《联合国气候变化框架公约》的一部分,已宣布遵守全球减少温室气体排放的努力。已开发的数学模型将包括一个重要的约束条件,以优化生产,以使二氧化碳气体[��2]的排放水平保持在规定的范围内。开发了基于模拟退火的元启发式算法,以将问题解决到接近最佳状态。

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    HEDAOO SAGAR MANOHAR;

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  • 年度 2016
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  • 正文语种 en
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