High-Accuracy Gaussian Function Generator for Neural Networks

A new improved accuracy CMOS Gaussian function generator will be presented. The original sixth-order approximation function that represents the basis for designing the proposed Gaussian circuit allows a large increase in the circuit accuracy and also of the input variable maximal range. The original...

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Main Author: Cosmin Radu Popa
Format: Article
Language:English
Published: MDPI AG 2022-12-01
Series:Electronics
Subjects:
Online Access:https://www.mdpi.com/2079-9292/12/1/24
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author Cosmin Radu Popa
author_facet Cosmin Radu Popa
author_sort Cosmin Radu Popa
collection DOAJ
description A new improved accuracy CMOS Gaussian function generator will be presented. The original sixth-order approximation function that represents the basis for designing the proposed Gaussian circuit allows a large increase in the circuit accuracy and also of the input variable maximal range. The original proposed computational structure has a large dynamic output range of 27 dB, for a variation smaller than 1 dB as compared with the ideal Gaussian function. The circuit is simulated for 0.18 μm CMOS technology and has a low supply voltage (V<sub>DD</sub> = 0.7 V). Its power consumption is smaller than 0.22 μW, for V<sub>DD</sub> = 0.7 V, while the chip area is about 7 μm<sup>2</sup>. The new proposed architecture is re-configurable, the convenient modification of the coefficients allowing to obtain many mathematical functions using the same computational structure.
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spelling doaj.art-952ceb6ce7884731b5e9d3252e520ed12023-11-16T15:10:03ZengMDPI AGElectronics2079-92922022-12-011212410.3390/electronics12010024High-Accuracy Gaussian Function Generator for Neural NetworksCosmin Radu Popa0Faculty of Electronics, Telecommunications and Information Technology, Politehnica University of Bucharest, 061071 Bucharest, RomaniaA new improved accuracy CMOS Gaussian function generator will be presented. The original sixth-order approximation function that represents the basis for designing the proposed Gaussian circuit allows a large increase in the circuit accuracy and also of the input variable maximal range. The original proposed computational structure has a large dynamic output range of 27 dB, for a variation smaller than 1 dB as compared with the ideal Gaussian function. The circuit is simulated for 0.18 μm CMOS technology and has a low supply voltage (V<sub>DD</sub> = 0.7 V). Its power consumption is smaller than 0.22 μW, for V<sub>DD</sub> = 0.7 V, while the chip area is about 7 μm<sup>2</sup>. The new proposed architecture is re-configurable, the convenient modification of the coefficients allowing to obtain many mathematical functions using the same computational structure.https://www.mdpi.com/2079-9292/12/1/24Gaussian functionVLSI neural networksanalog signal processingapproximation functioncurrent-mode operation
spellingShingle Cosmin Radu Popa
High-Accuracy Gaussian Function Generator for Neural Networks
Electronics
Gaussian function
VLSI neural networks
analog signal processing
approximation function
current-mode operation
title High-Accuracy Gaussian Function Generator for Neural Networks
title_full High-Accuracy Gaussian Function Generator for Neural Networks
title_fullStr High-Accuracy Gaussian Function Generator for Neural Networks
title_full_unstemmed High-Accuracy Gaussian Function Generator for Neural Networks
title_short High-Accuracy Gaussian Function Generator for Neural Networks
title_sort high accuracy gaussian function generator for neural networks
topic Gaussian function
VLSI neural networks
analog signal processing
approximation function
current-mode operation
url https://www.mdpi.com/2079-9292/12/1/24
work_keys_str_mv AT cosminradupopa highaccuracygaussianfunctiongeneratorforneuralnetworks