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多结构元形态学和PCNN的图像凹点检测
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作者 余瑞星 王维语 +1 位作者 郑越 张科 《火力与指挥控制》 CSCD 北大核心 2011年第11期35-38,共4页
脉冲耦合神经网络(PCNN)模拟人眼视觉机制进行凹点检测时,受背景和噪声影响较大,不易检测出有效凹点。提出一种基于多结构元形态学和PCNN改进模型的凹点检测方法。首先利用多结构元形态学边缘检测器抑制背景和噪声影响,保持图像的层次... 脉冲耦合神经网络(PCNN)模拟人眼视觉机制进行凹点检测时,受背景和噪声影响较大,不易检测出有效凹点。提出一种基于多结构元形态学和PCNN改进模型的凹点检测方法。首先利用多结构元形态学边缘检测器抑制背景和噪声影响,保持图像的层次性和主要细节,然后通过PCNN改进模型进行凹点检测,最后选择适当的阈值调整凹点数目。实验结果表明,凹点的选择准确有效,非常符合人眼视觉机制。 展开更多
关键词 脉冲耦合神经网络(PCNN) 多结构元形态学 凹点检测 阈值
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变差函数和形态学滤波的图像去雾算法 被引量:12
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作者 刘万军 赵庆国 曲海成 《中国图象图形学报》 CSCD 北大核心 2016年第12期1610-1622,共13页
目的为解决户外视觉系统在恶劣环境下捕捉图像存在细节模糊、对比度较低等问题,提出一种基于变差函数和形态学滤波的图像去雾算法(简称IDA_VAM)。方法该算法首先利用变差函数获取较准确的全局环境光值,然后对最小通道图采用多结构元形... 目的为解决户外视觉系统在恶劣环境下捕捉图像存在细节模糊、对比度较低等问题,提出一种基于变差函数和形态学滤波的图像去雾算法(简称IDA_VAM)。方法该算法首先利用变差函数获取较准确的全局环境光值,然后对最小通道图采用多结构元形态学开闭滤波器获取粗略的大气散射图,进而估计大气透射率并进行修正,接着采用双边滤波对其进行平滑操作,最后通过物理模型得到复原图像并进行色调调整,获取明亮、清晰无雾的图像。结果本文算法与多种图像去雾算法进行对比,在含有雾气的近景图像、远景图像以及有明亮区域的图像均能很好地去除雾气,图像的信息熵值相对提高了38.0%,对比度值相对提高了34.1%,清晰度值相对提高了134.5%,得到较好的复原效果,获取一幅自然明亮的无雾图像。结论大量仿真实验结果证实,IDA_VAM能够很好地恢复非复杂场景下的近景图像、远景图像以及含有明亮区域图像的色彩和清晰度,获得清晰明亮的无雾图像,细节可见度较高,且算法的时间复杂度与图像像素点个数呈线性关系,具有较好的实时性。 展开更多
关键词 图像去雾 变差函数 多结构元形态学开闭滤波器 双边滤波 色调调整
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Application of multi-scaled morphology in denoising seismic data 被引量:7
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作者 王润秋 李青 张明 《Applied Geophysics》 SCIE CSCD 2008年第3期197-203,共7页
In this paper, multi-scaled morphology is introduced into the digital processing domain for land seismic data. First, we describe the basic theory of multi-scaled morphology image decomposition of exploration seismic ... In this paper, multi-scaled morphology is introduced into the digital processing domain for land seismic data. First, we describe the basic theory of multi-scaled morphology image decomposition of exploration seismic waves; second, we illustrate how to use multi-scaled morphology for seismic data processing using two real examples. The first example demonstrates suppressing the surface waves in pre-stack seismic records using multi-scaled morphology decomposition and reconstitution and the other example demonstrates filtering different interference waves on the seismic record. Multi-scaled morphology filtering separates signal from noise by the detailed differences of the wave shapes. The successful applications suggest that multi-scaled morphology has a promising application in seismic data processing. 展开更多
关键词 Multi-scaled morphology structure element seismic data processing seismic data denoising.
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Watershed segmentation based on hierarchical multi-scale modification of morphological gradient 被引量:1
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作者 WANG Xiao-peng ZHAO Jun-jun +1 位作者 MA Peng YAO Li-juan 《Journal of Measurement Science and Instrumentation》 CAS CSCD 2017年第1期60-67,共8页
Watershed segmentation is sensitive to noises and irregular details within the image,which frequently leads to a serious over-segmentation Linear filtering before watershed segmentation can reduce over-segmentation to... Watershed segmentation is sensitive to noises and irregular details within the image,which frequently leads to a serious over-segmentation Linear filtering before watershed segmentation can reduce over-segmentation to some extent,however,it often causes the position offset of object contours.For the purpose of reducing over-segmentation to preserve the location of object contours,the watershed segmentation based on the hierarchical multi-scale modification of morphological gradient is proposed.Firstly,multi-scale morphological filtering was employed to smooth the original image.Then,the gradient image was divided into multi-levels by the volume of three-dimension topographic relief,where the lower gradient layers were further modifiedby morphological closing with larger-sized structuring-elements,and the higher layers with the smaller one.In this way,most local minimums caused by irregular details and noises can be removed,while region contour positions corresponding to the target area were largely preserved.Finally,morphological watershed algorithm was employed to implement segmentation on the modified gradient image.The experimental results show that the proposed method can greatly reduce the over-segmentation of the watershed and avoid the position offset of the object contours. 展开更多
关键词 watershed segmentation gradient modification hierarchical multi-scale morphological filtering structuring element
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