大数据挖掘算法厂商无关实现的并行原语

Cesare Bandirali, Stefano Lodi, G. Moro, A. Pagliarani, Claudio Sartori
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引用次数: 0

摘要

在大数据时代,需要可扩展的算法实现和强大的计算资源。对于数据挖掘和数据分析,大数据平台的支持变得越来越重要,因为它们为算法实现提供了执行所需的所有资源。然而,选择最佳平台可能取决于几个约束条件,包括但不限于计算资源、存储资源、目标任务、服务成本。有时可能需要根据约束从一个平台切换到另一个平台。因此,我们希望重用尽可能多的算法代码,以便简化在新目标平台上的设置。不幸的是,每个大数据平台都有自己的特点,尤其是在处理并行性方面。这对算法实现有影响,通常需要在执行之前修改算法。这项工作引入了功能并行原语,以统一的方式定义算法的可并行部分,独立于目标平台。然后由编译器将原语转换为骨架,最终部署在依赖于供应商的框架上。所提出的过程不仅有助于代码重用,而且有助于并行化,因为不需要程序员的专业知识。实际上,是编译器完全管理和优化算法并行化。实验表明,变换过程对算法性能没有负面影响。
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Parallel Primitives for Vendor-Agnostic Implementation of Big Data Mining Algorithms
In the age of Big Data, scalable algorithm implementations as well as powerful computational resources are required. For data mining and data analytics the support of big data platforms is becoming increasingly important, since they provide algorithm implementations with all the resources needed for their execution. However, choosing the best platform might depend on several constraints, including but not limited to computational resources, storage resources, target tasks, service costs. Sometimes it may be necessary to switch from one platform to another depending on the constraints. As a consequence, it is desirable to reuse as much algorithm code as possible, so as to simplify the setup in new target platforms. Unfortunately each big data platform has its own peculiarity, especially to deal with parallelism. This impacts on algorithm implementation, which generally needs to be modified before being executed. This work introduces functional parallel primitives to define the parallelizable parts of algorithms in a uniform way, independent of the target platform. Primitives are then transformed by a compiler into skeletons, which are finally deployed on vendor-dependent frameworks. The procedure proposed aids not only in terms of code reuse but also in terms of parallelization, because programmer's expertise is not demanded. Indeed, it is the compiler that entirely manages and optimizes algorithm parallelization. The experiments performed show that the transformation process does not negatively affect algorithm performance.
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