Optimization of Identification of Images of Micro-Objects Taking Into Account Systematic Error Based on Neural Networks

I. Jumanov, O. Djumanov, R. Safarov
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引用次数: 2

Abstract

A methodology has been developed for optimizing the identification of micro-objects based on the use of neural networks (NN) of various topologies, synthesis of image processing mechanisms, extracting statistical, dynamic, specific characteristics, selecting and segmenting a contour, selecting reference points and reducing redundant points, taking into account systematic error factors, choosing an adequate model, setting variables and optimization. Methods and algorithms for determined and multivariate analysis, obtaining the coefficients of influence and elasticity of factors, approximating the contours represented by time series are proposed. Modified component schemes of the NN, training algorithms, developed a software package (SP) for visualization, recognition, classification of images of pollen grains, implemented a hybrid identification model taking into account the non-linearity of the effects of factors under the condition of a priori insufficiency and uncertainty of parameters. The efficiency of the SP was studied on the basis of a three-layer NN of forward and backward propagation of errors, learning algorithms with and without a teacher, Kohonen network with procedures for vector quantization, clustering and segmentation and the formation of a "sliding windows". The results of image identification in the presence of "noise", optimization based on filtering systematic error and NN extrapolation of the trend of the contour curve of the images of pollen grains were obtained.
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基于神经网络的考虑系统误差的微目标图像识别优化
基于各种拓扑的神经网络,综合图像处理机制,提取统计、动态、特定特征,选择和分割轮廓,选择参考点和减少冗余点,考虑系统误差因素,选择适当的模型,设置变量和优化,开发了一种优化微目标识别的方法。提出了确定和多元分析的方法和算法,获得了影响系数和因素的弹性系数,逼近了时间序列所表示的轮廓。改进神经网络的组成方案、训练算法,开发了用于花粉颗粒图像可视化、识别、分类的软件包(SP),实现了在先验不足和参数不确定性条件下考虑因素影响非线性的混合识别模型。在三层神经网络的基础上研究了SP的效率,包括误差的正向和反向传播、有老师和没有老师的学习算法、Kohonen网络的矢量量化、聚类和分割过程以及“滑动窗口”的形成。得到了存在“噪声”的图像识别、基于滤波系统误差的优化和花粉粒图像轮廓曲线趋势的神经网络外推的结果。
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