矩阵反演加速单片机电路图像识别相关计算

Weisheng Wang, Yu Jin, Quan Yuan, Heming Sun
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引用次数: 0

摘要

矩阵反演运算是基础矩阵运算中最复杂的运算,限制了图像识别领域的处理能力和相应的应用电路。通过Sherman-Morrison公式和加速浮点乘法和加法等高效算法减轻了矩阵反演的密集计算,同时仍然受到除法运算的影响。本文提出了一种高性能的浮点分频电路,该电路被封装在通用处理器Cortex-M3 MCU中,以有效提高图像识别中的矩阵反演速度。重构的单片机电路在Xilinx Spartan6 FPGA平台上完全实现。与Xilinx浮点IP相比,所提出的架构可将除法操作时间缩短82%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Matrix Inversion Accelerated MCU Circuit for Image Recognition Pertinent Computation
As the most complex computation in the fundamental matrix manipulation, the operation of matrix inversion limits the processing capability in the field of the image recognition and the pertinent application specified circuit. The intensive computation of matrix inversion is mitigated by efficient algorithms such as the Sherman-Morrison formula and accelerated floating-point multiplication and addition, while still suffering from division operations. Here, we present a high-performance floating-point divider circuit, which is capsuled as an instructor in to a general processor Cortex-M3 MCU to efficiently improve the matrix inversion speed in image recognition. The reconstructed MCU circuits are fully implemented on the Xilinx Spartan6 FPGA platform. Compared to the Xilinx floating point IP, the proposed architecture intensively reduces the division operation time by 82%.
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