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An Absorbing Markov Chain Based Model to Solve Computation and Communication Tradeoff in GPU-Accelerated MDRUs for Safety Confirmation in Disaster Scenarios

机译:一种基于吸收马尔可夫链的模型来解决GPU加速MDRU中计算和通信的折衷,以在灾难情况下进行安全确认

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The fast increasing chip processing capacities driven by the Moore's Law have encouraged the academia and industry to consider more about general hardware architectures since they allow the repeated use for multiple purposes through the installations of applications. Some techniques utilizing the general hardware architectures have been developed to improve the flexibility of computer networks, such as the Software Defined Networking (SDN) and the Network Functions Virtualization (NFV). For these networks, the applications are required to be computation/communication-efficient since the installed applications share the hardware. In this paper, we study the resource-limited disaster recovery networks constructed by the Movable and Deployable Resource Units (MDRUs) which consist of various general computation platforms. We propose an efficient safety confirmation method through the photo sharing by the survivors. In the proposal, the Absorbing Markov Chain is utilized to model the safety confirmation process, transition matrix of which can be adopted to choose the suitable photo size for optimizing the traffic overhead and buffer consumption. Through periodical update of the photo database, unnecessary packet transmissions can be further avoided with reasonable sacrifice of the computation overhead. To expedite the computation, the GPU-accelerated MDRU is considered to conduct the matrix calculations in a parallel fashion.
机译:摩尔定律所推动的芯片处理能力的快速提高,促使学术界和工业界更多地考虑通用硬件架构,因为它们允许通过安装应用程序重复用于多种目的。已经开发出一些利用通用硬件体系结构的技术来提高计算机网络的灵活性,例如软件定义网络(SDN)和网络功能虚拟化(NFV)。对于这些网络,由于已安装的应用程序共享硬件,因此要求应用程序具有计算/通信效率。在本文中,我们研究了由可移动资源单元和可部署资源单元(MDRU)构成的资源有限的灾难恢复网络,该单元由各种通用计算平台组成。通过幸存者的照片共享,我们提出了一种有效的安全确认方法。在该建议中,利用吸收马尔可夫链对安全确认过程进行建模,可以采用其转移矩阵来选择合适的照片大小,以优化流量开销和缓冲区消耗。通过照片数据库的定期更新,可以在合理牺牲计算开销的情况下进一步避免不必要的数据包传输。为了加快计算速度,考虑了GPU加速的MDRU以并行方式进行矩阵计算。

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