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Platform modelling and scheduling game with multiple intelligent cloud-computing pools for big data

机译:具有多个大数据智能云计算池的平台建模和调度游戏

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We develop a generic game platform that can be used to model various real-world systems with multiple intelligent cloud-computing pools and parallel-queues for resources-competing users. Inside the platform, the software structure is modelled as Blockchain. All the users are associated with Big Data arrival streams whose random dynamics is modelled by triply stochastic renewal reward processes (TSRRPs). Each user may be served simultaneously by multiple pools while each pool with parallel-servers may also serve multi-users at the same time via smart policies in the Blockchain, e.g. a Nash equilibrium point myopically at each fixed time to a game-theoretic scheduling problem. To illustrate the effectiveness of our game platform, we model the performance measures of its internal data flow dynamics (queue length and workload processes) as reflecting diffusion with regime-switchings (RDRSs) under our scheduling policies. By RDRS models, we can prove our myopic game-theoretic policy to be an asymptotic Pareto minimal-dual-cost Nash equilibrium one globally over the whole time horizon to a randomly evolving dynamic game problem. Iterative schemes for simulating our multi-dimensional RDRS models are also developed with the support of numerical comparisons.
机译:我们开发了一个通用的游戏平台,该平台可用于为具有资源竞争用户的多个智能云计算池和并行队列建模各种现实世界系统。在平台内部,软件结构建模为区块链。所有用户都与大数据到达流相关联,大数据到达流的随机动态是通过三次随机更新奖励过程(TSRRP)建模的。每个用户可以由多个池同时服务,而每个具有并行服务器的池也可以通过区块链中的智能策略同时为多个用户服务。纳什均衡点在每个固定时间近距离地解决博弈论调度问题。为了说明我们游戏平台的有效性,我们将其内部数据流动力学(队列长度和工作负载过程)的性能度量建模为反映我们调度策略下使用状态切换(RDRS)的扩散。通过RDRS模型,我们可以证明我们的近视博弈理论策略是在整个时间范围内对随机演化的动态博弈问题全局渐近的Pareto最小偶成本Nash均衡。在数值比较的支持下,还开发了用于模拟多维RDRS模型的迭代方案。

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