训练基于全合成数据的三维物体Viola-Jones探测器,用于无人机救援任务

IF 0.2 Q4 MATHEMATICS, APPLIED
S. Usilin, V. Arlazarov, N. S. Rokhlin, S. Rudyka, S. Matveev, A. Zatsarinnyy
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引用次数: 2

摘要

本文以充气救生筏PSN-10为例,研究了三维物体的维奥拉-琼斯探测器的训练问题。检测器在完全合成的训练数据集上进行训练。本文详细讨论了充气救生筏、水面、各种天气条件的建模方法。作为特征空间,我们使用边缘haar样特征,这允许训练抵抗各种光照条件的检测器。为了提高计算效率,采用L1范数计算图像梯度的大小。利用“达尔尼·沃斯托克”号拖网渔船救援过程中获得的真实数据,对训练后的探测器的性能进行了估计。提出的训练维奥拉-琼斯探测器的方法可以成功地作为无人机硬件和软件“助手”的组成部分。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Training Viola-Jones Detectors for 3D Objects Based on Fully Synthetic Data for Use in Rescue Missions with UAV
In this paper, the problem of training the Viola–Jones detector for 3D objects is considered on the example of an inflatable life raft PSN-10. The detector is trained on a fully synthetic training dataset. The paper discusses in detail the methods of modelling an inflatable life raft, water surface, various weather conditions. As a feature space, we use edge Haar-like features, which allow training the detector that is resistant to various lighting conditions. To increase the computational efficiency, the L1 norm is used to calculate the magnitude of the image gradient. The performance of the trained detector is estimated on real data obtained during the rescue operation of the trawler “Dalniy Vostok”. The proposed method for training the Viola–Jones detectors can be successfully used as a component of hardware and software “assistants” of the UAV.
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来源期刊
CiteScore
1.00
自引率
50.00%
发文量
1
期刊介绍: Series «Mathematical Modelling, Programming & Computer Software» of the South Ural State University Bulletin was created in 2008. Nowadays it is published four times a year. The basic goal of the editorial board as well as the editorial commission of series «Mathematical Modelling, Programming & Computer Software» is research promotion in the sphere of mathematical modelling in natural, engineering and economic science. Priority publication right is given to: -the results of high-quality research of mathematical models, revealing less obvious properties; -the results of computational research, containing designs of new computational algorithms relating to mathematical models; -program systems, designed for computational experiments.
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