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Data assignment in fault tolerant uploads for digital government applications

机译:容错上传中的数据分配,用于数字政府应用

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This paper investigates a data assignment problem in a fault tolerance protocol of Bistro, a wide area upload framework. Uploads correspond to an important class of applications, whose examples include a large number of digital government applications. Specifically, government at all levels is a major collector and provider of data, and there are clear benefits to disseminating and collecting data over the Internet, given its existing large-scale infrastructure and wide-spread reach in commercial, private, and government domains. In this project we focus on the collection of data over the Internet. By data collection, we mean applications such as Internal Revenue Service (IRS) applications with respect to electronic submission of income tax forms.In Bistro, clients upload their data to intermediaries, known as bistros, to reduce the traffic to the destination around a deadline. The destination server then computes a schedule for pulling the data from bistros after the deadline. In the Bistro framework, bistros can be unavailable or malicious. Thus, a fault tolerance protocol is a vital and fundamental component of the Bistro framework. In this paper, we are particularly interested in a data assignment problem in the Bistro fault tolerance protocol. We formulate this problem into a non-linear optimization problem and develop a genetic algorithm heuristic as an approximation. We evaluate our approach using simulations and compare the results of our heuristic with other simple heuristics as well as an optimal solution obtained from a brute-force approach.
机译:本文研究了广域网上传框架Bistro的容错协议中的数据分配问题。上传对应于一类重要的应用程序,其示例包括大量的数字政府应用程序。具体而言,各级政府是数据的主要收集器和提供者,鉴于其现有的大规模基础结构和广泛的商业应用范围,通过Internet分发和收集数据具有明显的好处。 ,私有和政府域。在本项目中,我们着重于通过Internet收集数据。所谓数据收集,是指诸如内部税收服务(IRS)应用程序之类的电子提交所得税表格的应用程序。客户将其数据上传到称为bistro的中间商,以减少截止日期前后到达目的地的流量。然后,目标服务器计算时间表,以在截止日期之后从小酒馆提取数据。在Bistro框架中,小酒馆可能不可用或恶意。因此,容错协议是Bistro框架的重要组成部分。在本文中,我们对Bistro容错协议中的数据分配问题特别感兴趣。我们将此问题公式化为非线性优化问题,并开发了一种近似启发式的遗传算法。我们使用仿真评估我们的方法,并将我们的启发式方法与其他简单启发式方法的结果以及从蛮力方法获得的最佳解决方案进行比较。

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