天津大学讲座预告 | 物流网络设计与设施选址:多周期随机解决方案的价值
【MBA中国网讯】
Logistics Network Design and Facility Location: The value of a multi-period stochastic solution
物流网络设计与设施选址:多周期随机解决方案的价值
讲座时间:9月12日(周四)9:00
讲座地点:25楼A区3A教室
主讲人:Francisco Saldanha da Gama
主讲人介绍:
Francisco Saldanha da Gama是里斯本大学理学院统计与运筹学系运筹学教授。他在国际期刊上发表了大量论文,主要涉及的领域有选址分析,供应链管理,物流和组合优化等领域。他的论文"Facility location and supply chain management---A review"获得了欧洲区EJOR最佳评审论文奖(2012年)和Elsevier的EJOR最高被引文章将2007--2011(2012)。目前,他是
讲座内容:
In the past decades logistics network design has been a very active research field. This is an area where facility location and logistics are strongly intertwined, which is explained by the fact that many researchers working in Logistics address very often location problems as part of the strategic/tactical logistics decisions.
Despite all the work done, the economic globalization together with the emergence of new technologies and communication paradigms are posing new challenges when it comes to developing optimization models for supporting decision making in this area. Dealing with time and uncertainty has become unavoidable in many situations.
In this presentation, different modeling aspects related with the inclusion of time and uncertainty in facility location problems are discussed. The goal is to better understand problems that are at the core of more comprehensive ones in logistics network design. By considering time explicitly in the models it becomes possible to capture some features of practical relevance that cannot be appropriately captured in a static setting; by considering a stochastic modeling framework it is possible to build risk-aware models.
Unfortunately, the resulting models are often too large and thus hard to tackle even when using specially tailored procedures. This raises a query: is there a clear gain when considering a more involved model instead of a simplified one (e.g. deterministic or static)? In search for an answer to this question, several measures are discussed that include the value of a multiperiod solution and the value of a risk-aware solution
(本文转载自天津大学管理与经济学部 ,如有侵权请电话联系13810995524)
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