An efficient implementation of generalized extreme studentized deviate (GESD) on field programmable gate array (FPGA)

D. Priyantini, Yulistiyan Wardhana, M. Alhamidi, Dwi M. J. Purnomo, Aprinaldi, P. Mursanto, W. Jatmiko
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引用次数: 1

Abstract

Outliers are one of the data problem which cannot be overlooked. The problem arise from the possibility of the outliers to become a bad data which can lead to error. One of the technique for identifying as well as eliminating outliers is generalized extreme student deviate (GESD). In this research the implementation of GESD on FPGA is examined. There are two complicated operations on GESD, i.e. division and square root which would be evaluated to find the most efficient processor design. The combination of Binomial and CORDIC has the most efficient resource utilizations with 48%. Meanwhile, the combination of Binomial and Non Restoring is the runner up with 56%.
在现场可编程门阵列(FPGA)上有效实现广义极端学生化偏差(GESD)
异常值是一个不容忽视的数据问题。问题的产生是由于异常值可能成为导致错误的坏数据。广义极端学生偏差(GESD)是识别和消除异常值的技术之一。本文研究了GESD在FPGA上的实现。GESD有两种复杂的运算,即除法和平方根,需要对其进行评估以找到最有效的处理器设计。Binomial和CORDIC的组合具有最高的资源利用率,为48%。与此同时,Binomial和Non restore的组合以56%的比例位居第二。
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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