magazinelogo

Advance in Information Technology and Computer Science

ISSN Online: 3066-3156 Downloads: 4438 Total View: 29317
Frequency: Instant publication CODEN:
Email: AITCS@hillpublish.com
Article Open Access http://dx.doi.org/10.26855/aitcs.2025.06.001

Gradient Disappearance Problem of Deep Learning Model and New Optimization Strategy

Jian Sun1,*, Yizheng Xu2, Yansong Li3

1Iowa State University, Ames, Iowa 50011, USA.

2University of Malaya, Kuala Lumpur 50603, Malaysia.

3Zhengzhou Police College, Zhengzhou 450000, Henan, China.

*Corresponding author: Jian Sun

Published: August 11,2025

Abstract

The rapid development of deep neural networks has led to increasing model depth, but the vanishing gradient problem severely limits training efficiency and performance. This paper systematically analyzes the mathematical mechanism of the vanishing gradient problem, highlighting its exponential gradient decay caused by the chain rule during backpropagation, and discusses its impact across different activation functions (e.g., Sigmoid, ReLU) and architectures (e.g., RNN, CNN). To address this issue, we review traditional optimization strategies (e.g., residual connections, batch normalization, improved optimizers) and their limitations, then propose novel approaches, including attention-based gradient stabilization, differential equation-inspired continuous optimization, and meta-learning-based adaptive tuning. Experiments on datasets such as CIFAR-100 and PTB validate the effectiveness of these methods, supplemented by ablation studies. Finally, we explore future research directions, such as biologically inspired neural mechanisms and quantum computing-accelerated gradient descent. This study provides theoretical insights and practical guidance for stable training of deep learning models, contributing to the optimization of ultra-deep networks.

Keywords

Deep learning; Vanishing gradient; Backpropagation; Optimization strategies; Re-sidual connections; Adaptive optimization

References

[1] Huang X, Hu Q, Kuang W, et al. A review of deep learning methods for gravity anomaly inversion. Petroleum Geophysical Exploration. 2025:1-13. [Advance online publication].

[2] Kuang J, Liu X, Huang Y. Automatic sensor data fitting method based on deep learning. Industrial Control Computer. 2025;38(6):58-59,62.

[3] Xiang D, Guo F, Liu D, et al. Solving reactor physics neutron burnup equations using deep learning methods. Modern Applied Physics. 2025;16(1):152-158.

[4] Xu X, Li X, Zhang Y. Weld surface defect detection algorithm based on improved YOLOv5. Journal of Xi'an Shiyou University (Natural Science Edition). 2025;40(4):98-106.

[5] Lu C, Qing G, Sun Y, et al. A lightweight road defect detection algorithm. Journal of Automotive Engineering. 2025:1-13.

[6] Zhang X, Mao Y, Xu Z, et al. Research on PV module defect detection technology based on artificial intelligence. Information Recording Materials. 2025;26(7):38-40.

[7] Cao Z, Wang M, Lu Y, et al. Research on lightweight wheel hub defect detection algorithm based on YOLOv8. Machinery & Electronics. 2025;43(6):31-36.

[8] Liu B, Zhu C, Liu C, et al. Design of an anti-interference low-frequency rotational speed signal acquisition circuit. Electronic Production. 2025;33(7):89-92.

How to cite this paper

Gradient Disappearance Problem of Deep Learning Model and New Optimization Strategy

How to cite this paper: Jian Sun, Yizheng Xu, Yansong Li. (2025) Gradient Disappearance Problem of Deep Learning Model and New Optimization Strategy. Advance in Information Technology and Computer Science, 2(1), 1-5.

DOI: http://dx.doi.org/10.26855/aitcs.2025.06.001