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Research and Discussion on the Novel Big Data Clustering Algorithm based on Probability Theory and Nash Game Theory

机译：基于概率论和纳什博弈论的新型大数据聚类算法研究与探讨

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Liang Haijun;
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年度 2015
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1. Game Theory Based Evolutionary Algorithms: A Review with Nash Applications in Structural Engineering Optimization Problems [J] . Greiner David, Periaux Jacques, Emperador Jose M., Archives of Computational Methods in Engineering . 2017,第4期

机译：基于博弈论的进化算法：Nash在结构工程优化问题中的应用综述
2. From Nash Equilibria to Chain Recurrent Sets: An Algorithmic Solution Concept for Game Theory [J] . Christos Papadimitriou, Georgios Piliouras Entropy . 2018,第10期

机译：从纳什均衡到链递归集：博弈论的算法解决方案概念
3. A Game Theory Algorithm for Intra-Cluster Data Aggregation in a Vehicular Ad Hoc Network [J] . Chen Yuzhong, Weng Shining, Guo Wenzhong, SIAM journal on applied dynamical systems . 2017,第2期

机译：车辆临时网络中簇内数据聚合的博弈论算法
4. Research and Discussion on the Novel Big Data Clustering Algorithm based on Probability Theory and Nash Game Theory [C] . Haijun Liang International Conference on Informatization in Education, Management and Business . 2015

机译：基于概率论和纳什博弈论的新型大数据聚类算法研究与探讨
5. Two new computer based results in game theory related to combinatorial games and Nash equilibria. [D] . Oudalov, Vladimir. 2013

机译：博弈论中两个新的基于计算机的结果与组合博弈和纳什均衡有关。
6. From Nash Equilibria to Chain Recurrent Sets: An Algorithmic Solution Concept for Game Theory [O] . Christos Papadimitriou, Georgios Piliouras 2018

机译：从纳什均衡到链复发集：游戏理论的算法解决方案概念
7. Simple Reinforcement Learning Agents: Pareto Beats Nash in an Algorithmic Game Theory Study [O] . Kimbrough, Steven. O, Lu, Ming 2005

机译：简单的强化学习代理：帕累托在算法博弈论研究中击败纳什

Research and Discussion on the Novel Big Data Clustering Algorithm based on Probability Theory and Nash Game Theory

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