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BYRDIE: A BYZANTINE-RESILIENT DISTRIBUTED LEARNING ALGORITHM

机译:BYRDIE:一种依赖于花青素的分布式学习算法

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In this paper, a Byzantine-resilient distributed coordinate descent (ByRDiE) algorithm is introduced to accomplish machine learning tasks in a fully distributed fashion when there are Byzantine failures in the network. When data is distributed over a network, it is sometimes desirable to implement a fully distributed learning algorithm that does not require sharing of raw data among the network entities. To this end, existing distributed algorithms usually count on the cooperation of all nodes in the network. However, real-world applications often encounter situations where some nodes are either not reliable or are malicious. Such situations, in which some nodes do not behave as intended, can be modeled as having undergone Byzantine failures. Generally, Byzantine failures are hard to detect and can lead to break down of distributed learning algorithms. In this paper, it is shown that ByRDiE can provably tolerate Byzantine failures in the network under certain assumptions on the network topology and the machine learning tasks. ByRDiE accomplishes this by incorporating a local “screening” step into the update of a distributed coordinate descent algorithm. Finally, numerical results reported in the paper confirm the robustness of ByRDiE to Byzantine failures.
机译:本文提出了一种拜占庭弹性分布坐标下降(ByRDiE)算法,以在网络中存在拜占庭故障时以完全分布式的方式完成机器学习任务。当数据分布在网络上时,有时希望实现不需要在网络实体之间共享原始数据的完全分布式学习算法。为此,现有的分布式算法通常依靠网络中所有节点的协作。但是,现实世界中的应用程序经常遇到某些节点不可靠或恶意的情况。可以将某些节点的行为不符合预期的情况建模为经历了拜占庭式故障。通常,拜占庭式故障很难检测到,并且可能导致分布式学习算法崩溃。在本文中,表明在特定的网络拓扑和机器学习任务假设下,ByRDiE可以证明可容忍网络中的拜占庭式故障。 ByRDiE通过将本地“筛选”步骤纳入分布式坐标下降算法的更新中来实现此目的。最后,本文报道的数值结果证实了ByRDiE对拜占庭式故障的鲁棒性。

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