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Efficient Algorithms for Fixed-Point Arithmetic Operations In An Embedded PIM

机译:嵌入式PIM中定点算术运算的高效算法

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摘要

The growing gap in performance between processor and memory speeds has created a problem for data-intensive applications. A recent approach for solving this problem is to use processor-in-memory (PIM) technology. PIM technology integrates a processor on a DRAM memory chip, which increases bandwidth between the processor and memory. An example of a PIM is the Mitsubishi M32R/D, which has a processor and 2 MB of DRAM on a chip. Even though the chip has many advantages, it has limited support for arbitrary fixed-point multiplication and division, which are necessary for some embedded computing applications. A software implementation of arbitrary fixed-point arithmetic operation is required for these applications. Straightforward implementations lose either precision or performance. Thus, algorithms that are fast and accurate are needed. In this paper, we design efficient algorithms for fixed-point arithmetic that use integer arithmetic. The algorithms are analyzed and implementation results on a PIM-based multiprocessor system, the System Level Intelligent Intensive Computing (SLIIC) Quick Look (QL) board, are presented.
机译:处理器和内存速度之间的性能差距越来越大,这给数据密集型应用程序带来了问题。解决此问题的最新方法是使用内存处理器(PIM)技术。 PIM技术将处理器集成在DRAM存储器芯片上,从而增加了处理器和内存之间的带宽。 PIM的一个示例是Mitsubishi M32R / D,它在芯片上具有处理器和2 MB的DRAM。尽管该芯片具有许多优点,但它对任意定点乘法和除法的支持有限,这对于某些嵌入式计算应用程序是必需的。这些应用程序需要使用软件实现任意定点算术运算。简单的实现会失去精度或性能。因此,需要快速且准确的算法。在本文中,我们设计了使用整数算法的高效定点算法。分析了算法,并给出了在基于PIM的多处理器系统(系统级智能密集计算(SLIIC)快速查找(QL)板)上的实现结果。

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