Design of a dependable peer-to-peer system for numerical optimization

Hrishikesh Dewan, Raksha B. Nayak
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Abstract

Summary form only given. Numerical Optimization is an integral part of most engineering, scientific work and is a computationally intensive job. Most optimization frameworks developed so far executes numerical algorithms in a single processor or in a dedicated cluster of machines. A single system based optimizer is plagued by the resources and a dedicated high performance computational cluster is extremely cost prohibitive. Further with the increase in dimensions of the decision / objective space variables / functions, it is difficult to foresee and plan a computation cluster ahead of time. A peer-to-peer system provides a viable alternative to this problem. A peer-to-peer (P2P) system has no central co-ordination and is generally a loose union of a set of non-dedicated machines glued via a logical network for fast dissemination of information. The advantage to cost-effectiveness and elasticity with a P2P system however comes with a price. A P2P system lacks trust and malicious nodes can jeopardize the application to a significant extent. The nodes\/communication links are prone to failure of various types such a fail-stop, omission, timing (value) and response (value). As a result there is no guarantee of completion of an optimization job. Furthermore, if a certain section of nodes are susceptible to Byzantine faults, it could lead to a misleading front in the objective space where there is absolute un-certainty of reaching a global minimum. Redundancy, failure detection and recovery are an essential part in the design of such a system. In essence, since in a large scale distributed system “Failure is not an exception but a norm”, dependability in design of the system is not just a choice but an absolute requirement. In this presentation, we would like to put forth the challenges of designing such a P2P system together with the algorithms that has been used, designed and developed by us in creating a P2P optimization framework. The presentation is divided into three sections: firstly in identifying the challenges, secondly, the solutions to mitigate the challenges and thirdly the results that we have obtained by applying the solutions to the problem sets.
一种可靠的点对点数值优化系统设计
只提供摘要形式。数值优化是大多数工程、科学工作的一个组成部分,是一项计算密集型的工作。迄今为止开发的大多数优化框架在单个处理器或专用机器集群中执行数值算法。基于单一系统的优化器受到资源的困扰,而专用的高性能计算集群的成本非常高。此外,随着决策/目标空间变量/函数维度的增加,很难提前预测和规划计算集群。点对点系统为这个问题提供了一个可行的替代方案。点对点(P2P)系统没有中央协调,通常是一组非专用机器的松散联合,通过逻辑网络粘合在一起,以快速传播信息。然而,P2P系统在成本效益和弹性方面的优势是有代价的。P2P系统缺乏信任,恶意节点可能在很大程度上危及应用程序。节点/通信链路容易出现各种类型的故障,如故障停止、遗漏、定时(值)和响应(值)。因此,无法保证优化工作的完成。此外,如果节点的某一部分容易受到拜占庭断层的影响,它可能会导致在客观空间中出现误导性的前沿,在那里达到全局最小值是绝对不确定的。冗余、故障检测和恢复是这种系统设计的重要组成部分。从本质上讲,由于在大型分布式系统中“故障不是例外而是常态”,因此系统设计的可靠性不仅仅是一种选择,而是一种绝对要求。在这次演讲中,我们将提出设计这样一个P2P系统的挑战,以及我们在创建P2P优化框架时使用、设计和开发的算法。本报告分为三个部分:首先是识别挑战,其次是缓解挑战的解决方案,第三是我们通过将解决方案应用于问题集而获得的结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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