基于计算机视觉的几何图形识别及其特征确定

O. Golovin
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This indicates that at the input of the middle level, the image should be as informative as possible (with high contrast, no noise, artifacts, etc.) because after the transformation of the spatial image data into metadata, no further the procedures are not able to correct the data obtained by the video sensors in the direction of improving or increasing the information content.\nRecognition of figures in an image can be realized quite efficiently through the use of the procedure for determining the contours of figures. 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引用次数: 0

摘要

介绍。许多计算机视觉应用通常使用程序来识别各种形状并估计其尺寸特征。这种处理的整个管道由几个阶段组成,每个阶段都没有明确定义的边界。但是,它可以分为低级、中级和高级过程。低级进程只处理基本操作,如预处理以减少噪声、增强对比度或锐化图像。这个层次的过程的特点是在输入和输出处都有图像。中间层次的图像处理包括分割、对象描述以及将其压缩成便于计算机处理的形式等任务。中级流程的特点是仅在输入处存在图像,并且仅在输出处接收从图像中提取的符号和属性。高级处理包括“理解”一组已识别的对象并识别它们之间的相互作用。以所开发的图形识别和特征估计软件模型为例,表明图像处理过程简化为将空间图像数据转换为元数据,压缩信息量,从而显著提高了数据的重要性。这表明在中间层的输入,图像应尽可能具有信息量(高对比度,无噪声,伪影等),因为在将空间图像数据转换为元数据后,程序不能再朝着改善或增加信息内容的方向对视频传感器获得的数据进行校正。通过使用确定图形轮廓的程序,可以相当有效地实现图像中图形的识别。要做到这一点,需要确定物体的边界并在图像中进行定位,这通常是第一步的程序,如将物体与背景分离,图像分割,检测和识别各种物体等。本文的目的是研究从图像固定时刻到识别图像中某一组图形(例如,几何形状,如三角形,四边形等)的图像处理流水线。开发图像中人物识别软件模型,利用计算机视觉确定图像质心。我们提出并测试了非线性估计问题的一些变体。这类问题的性质取决于调节参数的取值。研究了估计对参数值的依赖关系。定义了参数值的取值范围,在此范围内,初始任务的估计问题能给出足够的结果。数值例子表明,使用动态分支树可以减少多少计算量。得到的结果可用于计算机视觉的许多应用,例如,对场景中的物体进行计数,估计其参数,估计场景中物体之间的距离等。关键词:轮廓,分割,图像二值化,计算机视觉,直方图
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Recognition of Geometric Figures and Determination of Their Characteristics by Means of Computer Vision
Introduction. Many computer vision applications often use procedures for recognizing various shapes and estimating their dimensional characteristics. The entire pipeline of such processing consists of several stages, each of which has no clearly defined boundaries. However, it can be divided into low, medium, and high-level processes. Low-level processes only deal with primitive operations such as preprocessing to reduce noise, enhance contrast, or sharpen images. The processes of this level are characterized by the fact that there are images at the input and output. Image processing at the middle level covers tasks such as segmentation, description of objects, and their compression into a form convenient for computer processing. Middle-level processes are characterized by the presence of images only at the input, and only signs and attributes extracted from images are received at the output. High-level processing involves “understanding” a set of recognized objects and recognizing their interactions. Using the example of the developed software models for recognizing figures and estimating their characteristics, it is shown that the image processing process is reduced to transforming spatial image data into metadata, compressing the amount of information, which leads to a significant increase in the importance of data. This indicates that at the input of the middle level, the image should be as informative as possible (with high contrast, no noise, artifacts, etc.) because after the transformation of the spatial image data into metadata, no further the procedures are not able to correct the data obtained by the video sensors in the direction of improving or increasing the information content. Recognition of figures in an image can be realized quite efficiently through the use of the procedure for determining the contours of figures. To do this, you need to determine the boundaries of objects and localize them in the image, often the first step for procedures such as separating objects from the background, image segmentation, detection and recognition of various objects, etc. The purpose of the article is to study the image processing pipeline from the moment of image fixation to the recognition of a certain set of figures (for example, geometric shapes, such as a triangle, quadrilateral, etc.) in an image, the development of software models for recognizing figures in an image, determining the center of mass figures by means of computer vision. Results. We proposed and tested some variants of nonlinear estimating problem. The properties of such problems depend on value of regulating parameter. The dependence of estimation on value of parameter was studied. It was defined a range for parameter's value for which estimating problem gives adequate result for initial task. Numerical examples show how much volume of calculations reduces when using a dynamic branching tree. Conclusions. The results obtained can be used in many applications of computer vision, for example, counting objects in a scene, estimating their parameters, estimating the distance between objects in a scene, etc. Keywords: contour, segmentation, image binarization, computer vision, histogram.
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