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JOURNALS // Computer Optics // Archive

Computer Optics, 2024 Volume 48, Issue 2, Pages 312–320 (Mi co1241)

NUMERICAL METHODS AND DATA ANALYSIS

Transverse-layer partitioning of artificial neural networks for image classification

N. A. Vershkov, M. G. Babenko, N. N. Kuchukova, V. A. Kuchukov, N. N. Kucherov

North-Caucasus Center for Mathematical Research, North Caucasus Federal University

Abstract: We discuss issues of modular learning in artificial neural networks and explore possibilities of the partial use of modules when the computational resources are limited. The proposed method is based on the ability of a wavelet transform to separate information into high- and low-frequency parts. Using the expertise gained in developing convolutional wavelet neural networks, the authors perform a transverse-layer partitioning of the network into modules for the further partial use on devices with low computational capability. The theoretical justification of this approach in the paper is supported by experimentally dividing the MNIST database into 2 and 4 modules before using them sequentially and measuring the respective accuracy and performance. When using the individual modules, a two-fold (or higher) performance gain is achieved. The theoretical statements are verified using an AlexNet-like network on the GTSRB dataset, with a performance gain of 33% per module with no loss of accuracy.

Keywords: wavelet transform, artificial neural networks, convolutional layer, orthogonal transforms, modular learning, neural network optimization.

Received: 16.01.2023
Accepted: 20.07.2023

DOI: 10.18287/2412-6179-CO-1278



© Steklov Math. Inst. of RAS, 2024