Optimizing Nash Social Welfare in Semi-Competitive Intermediation Networks

机译：在半竞争性中介网络中优化纳什社会福利

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We have recently proposed a mathematical model of collective profitability, in semi-competitive intermediation networks. In this work, we are interested in determining optimal pricing strategies of network participants. The optimization criterion is defined using the Nash social welfare function. We provide theoretical results of existence of such strategies, as well as computational experimental results, based on nonlinear convex mathematical optimization.

机译：最近，我们在半竞争性中介网络中提出了集体获利能力的数学模型。在这项工作中，我们有兴趣确定网络参与者的最佳定价策略。优化标准是使用纳什社会福利函数定义的。我们提供了基于非线性凸数学优化的此类策略的存在的理论结果以及计算实验结果。

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来源
《2019 IEEE International Symposium on INnovations in Intelligent SysTems and Applications》|2019年|1-6|共6页
会议地点 Sofia(BG)
作者
Amelia Bădică; Costin Bădică; Ion Buligiu; Liviu Ion Ciora; Maria Ganzha; Mirjana Ivanović; Marcin Paprzycki;
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作者单位

University of Craiova, Craiova, Romania;

University of Craiova, Craiova, Romania;

University of Craiova, Craiova, Romania;

University of Craiova, Craiova, Romania;

Warsaw University of Technology, Warsaw, Poland;

University of Novi Sad, Novi Sad, Serbia;

Polish Academy of Sciences, Warsaw, Poland;

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会议组织
原文格式 PDF
正文语种 eng
中图分类
关键词
Jacobian matrices; Pricing; Convex functions; Optimization; Indexes; Ions; Mathematical model;

机译：雅可比矩阵;定价;凸函数;优化;索引;离子;数学模型;;

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专利

1. Optimal Semi-Competitive Intermediation Networks [J] . Amelia Bdic, Costin Bdic, Maria Ganzha, Cybernetics and information technologies: CIT . 2020,第5期

机译：最佳半竞争中介网络
2. Collective profitability in semi-competitive intermediation networks [J] . Badica Amelia, Badica Costin, Ivanovic Mirjana, Journal of intelligent & fuzzy systems: Applications in Engineering and Technology . 2019,第6aPta1期

机译：半竞争中介网络中的集体盈利能力
3. Optimizing Social Welfare for Network Bargaining Games in the Face of Instability, Greed and Idealism [J] . T.-H. Hubert Chan, Fei Chen, Li Ning Theory of computing systems . 2020,第6期

机译：面对不稳定，贪婪和理想主义，优化网络谈判游戏的社会福利
4. Optimizing Nash Social Welfare in Semi-Competitive Intermediation Networks [C] . Amelia B?dic?, Costin B?dic?, Ion Buligiu, IEEE International Symposium on INnovations in Intelligent SysTems and Applications . 2019

机译：在半竞争中介网络中优化纳什社会福利
5. Network Systems: Social Networks, Epidemics, Optimization and Contraction Theory [D] . Cisneros, Pedro. 2021

机译：网络系统：社交网络，流行病，优化和收缩理论
6. Local Nash Equilibrium in Social Networks [O] . Yichao Zhang, M. A. Aziz-Alaoui, Cyrille Bertelle, -1

机译：社交网络中的本地Nash平衡
7. Optimal Semi-Competitive Intermediation Networks [O] . Amelia Bădică, Costin Bădică, Maria Ganzha, 2020

机译：最佳半竞争中介网络
8. Two Papers on Majority Rule: Continuity Properties of Majority Rule with Intermediate Preferences. Electoral Outcomes with Probabilistic Voting and Nash Social Welfare Maxima [R] . Coughlin, P., Nitzan, S., Lin, K. P. 1981

机译：关于多数规则的两篇论文：中等偏好多数规则的连续性。选举结果与概率投票和纳什社会福利最大值

Optimizing Nash Social Welfare in Semi-Competitive Intermediation Networks

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