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A refinement of the gravity model for competitive facility location 竞争性设施选址重力模型的改进
Q3 SOCIAL SCIENCES, MATHEMATICAL METHODS Pub Date : 2023-11-02 DOI: 10.1007/s10287-023-00484-w
Zvi Drezner, Dawit Zerom
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引用次数: 0
Emergency exit layout planning using optimization and agent-based simulation 基于优化和智能体仿真的紧急出口布局规划
Q3 SOCIAL SCIENCES, MATHEMATICAL METHODS Pub Date : 2023-10-30 DOI: 10.1007/s10287-023-00482-y
Maren S. Barth, Katharina Palm, Henrik Andersson, Tobias A. Granberg, Anders N. Gullhav, Andreas Krüger
Abstract Evacuation preparedness includes ensuring proper infrastructure, resources and planning for moving people from a dangerous area to safety. This is especially important and challenging during mass gatherings, such as large concerts. In this paper, we present the Emergency Exit Layout Problem (EELP) which is the problem of locating a given number of emergency exits and deciding their width such that the time it takes to evacuate the crowd from an arena is minimized. The EELP takes into account the geography of the arena and its surroundings, as well as the number of pedestrians in the crowd and the distribution of these within the arena. The EELP is formulated as a two-stage stochastic mixed integer linear program to handle the uncertainty related to the location of the possible incidents and the distribution of the pedestrians. Two cases are studied, a large concert planned at the Leangen trotting track in Trondheim and a smaller indoor arena. For each case, the EELP is solved for different scenarios, and the suggested layouts are evaluated using an agent-based simulation model. In particular, the potential of incorporating detailed assessment regarding the location and probability of specific incidents and the distribution of pedestrians are investigated. The computational study shows that making a more detailed risk assessment has little effect on the large concert, but a significant impact on the location of the emergency exits for the smaller indoor case. The results also indicate that it is more important to consider the location and probability of specific incidents rather than the pedestrian distribution.
疏散准备包括确保适当的基础设施、资源和规划,将人们从危险地区转移到安全地区。这在大型聚会(如大型音乐会)中尤其重要和具有挑战性。在本文中,我们提出了紧急出口布局问题(EELP),这是一个确定给定数量的紧急出口并确定其宽度以使人群从竞技场疏散所需时间最小的问题。EELP考虑了竞技场及其周围环境的地理位置,以及人群中的行人数量及其在竞技场内的分布。EELP是一个两阶段的随机混合整数线性规划,以处理与可能发生的事件的位置和行人分布有关的不确定性。研究了两个案例,计划在特隆赫姆的Leangen小跑赛道举行的大型音乐会和较小的室内竞技场。对于每种情况,EELP都针对不同的场景进行求解,并使用基于代理的仿真模型对建议的布局进行评估。特别地,研究了纳入具体事故的位置和概率以及行人分布的详细评估的可能性。计算结果表明,进行更详细的风险评估对大型音乐会影响不大,但对小型室内箱体的紧急出口位置影响较大。结果还表明,考虑特定事件的位置和概率比考虑行人分布更重要。
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引用次数: 0
Non-smooth setting of stochastic decentralized convex optimization problem over time-varying Graphs 时变图随机分散凸优化问题的非光滑设置
Q3 SOCIAL SCIENCES, MATHEMATICAL METHODS Pub Date : 2023-10-24 DOI: 10.1007/s10287-023-00479-7
Aleksandr Lobanov, Andrew Veprikov, Georgiy Konin, Aleksandr Beznosikov, Alexander Gasnikov, Dmitry Kovalev
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引用次数: 2
Integration of inventory control, maintenance policy, and quality control for selling products under warranty 整合库存控制、维修政策和质量控制,销售保修期内的产品
Q3 SOCIAL SCIENCES, MATHEMATICAL METHODS Pub Date : 2023-10-18 DOI: 10.1007/s10287-023-00481-z
Ali Salmasnia, Soudabeh Hajihaji, Saeid Sharafi, Mohammad Reza Maleki
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引用次数: 0
Wrong Way Risk corrections to CVA in CIR reduced-form models 在CIR简化模型中对CVA的风险修正
Q3 SOCIAL SCIENCES, MATHEMATICAL METHODS Pub Date : 2023-10-16 DOI: 10.1007/s10287-023-00480-0
Fabio Antonelli, Alessandro Ramponi, Sergio Scarlatti
Abstract In this paper we provide an efficient methodology to compute the credit value adjustment of a European contingent claim subject to some default event concerning the issuer solvability, when the underlying and the default event are correlated. In particular, in a Black and Scholes market/CIR intensity-default model, we consider a second order expansion around the origin of a vulnerable call option with respect to a correlation parameter $$rho$$ ρ , which may be used to describe the wrong way risk of the contract, measuring the dependence between the underlying asset price and the option’s issuer default intensity. Numerical implementations of this approach are compared with the benchmark Monte Carlo simulations.
摘要在本文中,我们提供了一种有效的方法来计算欧洲或有债权的信用价值调整,当基础和违约事件相关时,涉及发行人的偿债能力。特别地,在Black和Scholes市场/CIR强度-违约模型中,我们考虑了围绕脆弱看涨期权起源的二阶展开式,相关参数$$rho$$ ρ可用于描述合约的错误方式风险,测量标的资产价格与期权发行者违约强度之间的依赖性。该方法的数值实现与基准蒙特卡罗模拟进行了比较。
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引用次数: 0
Preference robust state-dependent distortion risk measure on act space and its application in optimal decision making 行为空间上的偏好鲁棒状态相关失真风险测度及其在最优决策中的应用
Q3 SOCIAL SCIENCES, MATHEMATICAL METHODS Pub Date : 2023-10-05 DOI: 10.1007/s10287-023-00475-x
Wei Wang, Huifu Xu
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引用次数: 0
An ALNS-based matheuristic algorithm for a multi-product many-to-many maritime inventory routing problem 多产品多对多海运库存调度问题的基于alns的数学算法
Q3 SOCIAL SCIENCES, MATHEMATICAL METHODS Pub Date : 2023-09-30 DOI: 10.1007/s10287-023-00478-8
Nooshin Heidari, Ahmad Hemmati
Abstract In this paper, we propose an adaptive large neighborhood search-based matheuristic algorithm to solve a multi-product many-to-many maritime inventory routing problem. The problem addresses a short sea inventory routing problem that aims to find the best route and distribution plan for multiple products with a heterogeneous fleet of vessels through a network including several producers and customers. Each port can be visited a given number of times during the planning horizon, and the stock level for each product should lie within the predefined bound limits. The problem was introduced by Hemmati et al. (Eur J Oper Res 252:775–788, 2016). They developed a mixed integer programming formulation and proposed a matheuristic algorithm to solve the problem. Although their proposed algorithm worked well in terms of running time, it suffers from disregarding a part of the solution space. In this study, we propose a new matheuristic algorithm to find better solutions by exploring the entire solution space for the same problem. In our solution methodology, we split the variables into routing and non-routing variables. Then in an iterative process, we determine the values of the routing variables with an adaptive large neighborhood search algorithm, and we pass them as input to a penalized model which is a relaxed and modified version of the mathematical model introduced in Hemmati et al. (2016). The information from solving the penalized model, including the values of the non-routing variables, is then passed to the adaptive large neighborhood search algorithm for the next iteration. Several problem-dependent operators are defined. The operators use the information they get from the penalized model and focus on decreasing the penalty values. Computational results show up to 26% improvement in the quality of the solutions for the group of instances with a large feasible solution space. We get the optimal value for the remaining instances matched with the reported results.
摘要针对多产品多对多海运库存路由问题,提出了一种基于自适应大邻域搜索的数学算法。该问题解决了一个海上库存路线问题,旨在通过包括多个生产商和客户在内的网络,为异构船队的多种产品找到最佳路线和分销计划。在规划范围内,每个港口可以访问给定次数,并且每个产品的库存水平应在预定义的边界限制内。Hemmati等人提出了这个问题(Eur J Oper Res 252:775-788, 2016)。他们开发了一个混合整数规划公式,并提出了一个数学算法来解决这个问题。尽管他们提出的算法在运行时间方面表现良好,但它忽略了解决方案空间的一部分。在本研究中,我们提出了一种新的数学算法,通过探索同一问题的整个解空间来寻找更好的解。在我们的解决方案方法中,我们将变量分为路由变量和非路由变量。然后,在迭代过程中,我们使用自适应大邻域搜索算法确定路由变量的值,并将它们作为输入传递给惩罚模型,该模型是Hemmati等人(2016)引入的数学模型的放松和修改版本。求解惩罚模型得到的信息,包括非路由变量的值,然后传递给自适应大邻域搜索算法进行下一次迭代。定义了几个与问题相关的操作符。操作者利用他们从惩罚模型中得到的信息,专注于减少惩罚值。计算结果表明,对于具有较大可行解空间的实例组,解的质量提高了26%。我们得到与报告结果匹配的剩余实例的最优值。
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引用次数: 0
Approximate variational inequalities and equilibria 近似变分不等式和均衡
Q3 SOCIAL SCIENCES, MATHEMATICAL METHODS Pub Date : 2023-09-25 DOI: 10.1007/s10287-023-00476-w
Giancarlo Bigi, Lorenzo Lampariello, Simone Sagratella, Valerio Giuseppe Sasso
Abstract We study relations between the solution sets of Variational Inequalities, Minty Variational Inequalities, Natural Map problems and Nash Equilibrium Problems. Moreover, motivated by the inherent relevance of inexactness both in modeling non-cooperative games and in algorithms for variational inequalities, we consider inexact versions of such problems and we establish relations to quantify how inexactness propagates from one problem to the other.
摘要研究了变分不等式、Minty变分不等式、自然映射问题和纳什均衡问题的解集之间的关系。此外,在非合作博弈建模和变分不等式算法中不精确性的内在相关性的激励下,我们考虑了此类问题的不精确性版本,并建立了量化不精确性如何从一个问题传播到另一个问题的关系。
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引用次数: 1
On efficiency and the Jain’s fairness index in integer assignment problems 整数分配问题的效率与Jain公平性指标
Q3 SOCIAL SCIENCES, MATHEMATICAL METHODS Pub Date : 2023-09-22 DOI: 10.1007/s10287-023-00477-9
Nahid Rezaeinia, Julio C. Góez, Mario Guajardo
Abstract Given two sets of objects, the integer assignment problem consists of assigning objects of one set to objects in the other set. Traditionally, the goal of this problem is to find an assignment that minimizes or maximizes a measure of efficiency, such as maximization of utility or minimization of cost. Lately, the interest in incorporating a measure of fairness in addition to efficiency has gained importance. This paper studies how to incorporate these two criteria in an integer assignment, using the Jain’s index as a measure of fairness. The original formulation of the assignment problem with this index involves a non-concave function, which renders a non-linear non-convex problem, usually hard to solve. To this aim, we develop two reformulations, where one is based on a quadratic objective function and the other one is based on integer second-order cone programming. We explore the performance of these reformulations in instances of real-world data derived from an application of assigning personnel to projects, and also in instances of randomly generated data. In terms of solution quality, all formulations prove to be effective in finding solutions capturing both efficiency and fairness criteria, with some slight differences depending on the type of instance. In terms of solving time, however, the performances of the formulations differ considerably. In particular, the integer quadratic approach proves to be much faster in finding optimal solutions.
摘要给定两组对象,整数赋值问题是将一个集合中的对象赋值给另一个集合中的对象。传统上,这个问题的目标是找到最小化或最大化效率度量的分配,例如效用最大化或成本最小化。最近,在效率之外加入公平标准的兴趣变得越来越重要。本文研究了如何将这两个准则结合到整数赋值中,并使用Jain指数作为公平性度量。该指标赋值问题的原始表述涉及一个非凹函数,这使得非线性非凸问题通常难以求解。为此,我们提出了两种重新表述,其中一种是基于二次目标函数,另一种是基于整数二阶锥规划。我们探讨了这些重新公式在从分配人员到项目的应用程序中获得的真实世界数据实例中的性能,以及在随机生成数据的实例中。在解决方案质量方面,所有公式都证明在找到既符合效率又符合公平标准的解决方案方面是有效的,根据实例的类型有一些细微的差异。然而,在求解时间方面,这些公式的性能差别很大。特别是,整数二次方法在寻找最优解方面被证明要快得多。
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引用次数: 0
Renewable electricity capacity planning with uncertainty at multiple scales 具有多个规模不确定性的可再生电力容量规划
IF 0.9 Q3 SOCIAL SCIENCES, MATHEMATICAL METHODS Pub Date : 2023-09-08 DOI: 10.1007/s10287-023-00472-0
M. Ferris, Andrew B. Philpott
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引用次数: 0
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Computational Management Science
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