期刊文献+

基于FPGA的Gaussian传输函数实现

FPGA-based Implementation of Gaussian Transfer Function
下载PDF
导出
摘要 Gaussian函数作为RBF神经网络常用的激活函数,在FPGA上实现Gaussian函数,有利于提高神经网络的运算速度。本文简要介绍了Gaussian函数模型,并基于FPGA平台,分析了几种实现复杂函数的方案,最终采用分段拟合的方法对Gaussian函数进行逼近。首先用MATLAB对Gaussian函数进行初步的拟合,在FPGA平台用Verilog HDL语言实现Gaussian函数。仿真结果表明,误差可以控制在较小的数量级,满足神经网络运算的精度。 As a commonly used activation function of RBF neural network, Gaussian function realizes Gaussian function on FPGA, which is beneficial to improve the operation speed of neural network. This paper briefly introduces the Gaussian function model, and based on the FPGA platform, analyzes several schemes for implementing complex functions. Finally, the Gaussian function is approximated by the piecewise fitting method.Firstly, the Gaussian function is firstly fitted with MATLAB, and the Gaussian function is implemented in the FPGA platform with Verilog HDL language. The simulation results show that the error can be controlled to a small order of magnitude, which satisfies the accuracy of neural network operations.
作者 朱智云 ZHU Zhi-yun(School of Physics and Information Engineering,Fuzhou University,Fuzhou Fujian 350116)
出处 《数字技术与应用》 2019年第12期124-126,共3页 Digital Technology & Application
关键词 FPGA RBF神经网络 Gaussian函数 分段拟合 FPGA RBF neural network Gaussian function piecewise fitting
  • 相关文献

参考文献1

二级参考文献8

  • 1Volder J E. The CORDIC trigonometric computing technique[J]. IRE Trans. on Electron Computing, 1959(8): 330-334.
  • 2Walther J S. A unified algorithm for elementary functions[J]. Proc. AFIPS Conference, 1971(38): 389-385.
  • 3Hu X,Harber R G,Bass S C. Expanding the range of convergence of the CORDIC algorithm[J]. IEEE Transactions on Computer s, 1991,40( 1 ): 13- 21.
  • 4Y. H. The quantization effects of the CO RDIC algorithm[J]. IEEE Transaction on Signal Processing, 1992,40(4) :57-63.
  • 5Andraka R. A survey of CORDIC algorithms for FPGA based computers [C]// Proc. of the 1998 ACM / SIGDA sixth international symposium on FPGA, 1998.
  • 6Takagi N,Asada T,Yajima S. Redundant CORDIC methods with a constant scale factor for sine and cosine computation[J]. IEEE Trans. Computers, 1991 (40): 989-995.
  • 7Wang S,Piuri V,Swartzlande E E. Hybrid CORDIC algorithms[J]. IEEE Trans. Computing, 1997 (46): ! 202-1207.
  • 8Dou Y,Vassiliadis S,Kuzmanov G K,et al. 64-bit floating- point FPGA matrix multiplication [C]// Proceedings of the 2005ACM/SIGDA 13th international symposium on Field- programmable gate arrays,2005: 86-95.

共引文献3

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部