PLAC: Piecewise linear approximation computation for all nonlinear unary functions
This article presents a piecewise linear approximation computation (PLAC) method for all
nonlinear unary functions, which is an enhanced universal and error-flattened piecewise …
nonlinear unary functions, which is an enhanced universal and error-flattened piecewise …
A universal method of linear approximation with controllable error for the efficient implementation of transcendental functions
Transcendental functions are commonly used in many fields such as nonlinear functions of
artificial neural networks (ANNs). Due to nonlinearity of these functions, hardware …
artificial neural networks (ANNs). Due to nonlinearity of these functions, hardware …
Small logarithmic floating-point multiplier based on FPGA and its application on MobileNet
B Xiong, S Fan, X He, T Xu… - IEEE Transactions on …, 2022 - ieeexplore.ieee.org
The small floating-point (SFP) multiplier proposed by Xilinx is utilized to implement the
convolution neural networks (CNNs). This scheme can balance the resource usage of look …
convolution neural networks (CNNs). This scheme can balance the resource usage of look …
Design of nonlinear filters using affine projection algorithm based exact and approximate adaptive exponential functional link networks
Adaptive exponential functional link network (AEFLN) is a recently developed linear-in-the-
parameters nonlinear adaptive filter. It has been observed that the convergence …
parameters nonlinear adaptive filter. It has been observed that the convergence …
ML-PLAC: Multiplierless piecewise linear approximation for nonlinear function evaluation
F Lyu, Y Xia, Z Mao, Y Wang, Y Wang… - IEEE Transactions on …, 2021 - ieeexplore.ieee.org
In this article, we propose a multiplierless piecewise linear (PWL) approximation
computation (ML-PLAC) method for nonlinear unary functions. ML-PLAC seeks the minimum …
computation (ML-PLAC) method for nonlinear unary functions. ML-PLAC seeks the minimum …
PWL-based architecture for the logarithmic computation of floating-point numbers
F Lyu, Z Mao, J Zhang, Y Wang… - IEEE Transactions on …, 2021 - ieeexplore.ieee.org
In this brief, we propose a logarithmic converter for floating-point numbers based on the
piecewise linear (PWL) approximation method. The proposed method is applicable to any …
piecewise linear (PWL) approximation method. The proposed method is applicable to any …
Dual-channel multiplier for piecewise-polynomial function evaluation for low-power 3-D graphics
DM Ellaithy, MA El-Moursy, A Zaki… - IEEE Transactions on …, 2019 - ieeexplore.ieee.org
A dual-channel multiplier (DCM) for energy efficient second-order piecewise-polynomial
function evaluation for 3-D graphics applications is presented in this paper. The …
function evaluation for 3-D graphics applications is presented in this paper. The …
Study of Sparsity Emanating from NKPD and its Utilization to Enhance NKPD based Adaptive Algorithms
SS Bhattacharjee, MG Christensen… - 2023 31st European …, 2023 - ieeexplore.ieee.org
Recently, the nearest Kronecker product (NKP) decomposition has become popular in
several adaptive filtering (AF) applications owing to its fast convergence and tracking ability …
several adaptive filtering (AF) applications owing to its fast convergence and tracking ability …
An Optimized Method for Nonlinear Function Approximation Based on Multiplierless Piecewise Linear Approximation
H Yu, G Yuan, D Kong, L Lei, Y He - Applied Sciences, 2022 - mdpi.com
Featured Application Data analysis and processing system, Neural network system,
Accelerator and Coprocessor. Abstract In this paper, we propose an optimized method for …
Accelerator and Coprocessor. Abstract In this paper, we propose an optimized method for …
Half-precision logarithmic arithmetic unit based on the fused logarithmic and antilogarithmic converter
This brief utilizes the logarithmic number system (LNS) to realize the half-precision division
(DIV), square root (SR), and inverse SR (ISR) that are widely used in both the error …
(DIV), square root (SR), and inverse SR (ISR) that are widely used in both the error …