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Enhanced Detection of Cerebral Atherosclerosis Using Hybrid Algorithm of Image Segmentation
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作者 Shakunthala Masi Helenprabha Kuttiappan 《Intelligent Automation & Soft Computing》 SCIE 2023年第4期733-744,共12页
In medical science for envisaging human body’s phenomenal structure a major part has been driven by image processing techniques.Major objective of this work is to detect of cerebral atherosclerosis for image segmenta... In medical science for envisaging human body’s phenomenal structure a major part has been driven by image processing techniques.Major objective of this work is to detect of cerebral atherosclerosis for image segmentation applica-tion.Detection of some abnormal structures in human body has become a difficult task to complete with some simple images.For expounding and distinguishing neural architecture of human brain in an effective manner,MRI(Magnetic Reso-nance Imaging)is one of the most suitable and significant technique.Here we work on detection of Cerebral Atherosclerosis from MRI images of patients.Cer-ebral Atherosclerosis is a cerebral vascular disease causes narrowing of the arteries due to buildup of fatty plaque inside the blood vessels of the brain.It leads to Ischemic stroke if not diagnosed early.Stroke affects majorly old age people and percentage of affected women is more compared to men.Results:Preproces-sing is done by using alpha trimmed meanfilter which is used to remove noise and also it enhances the image.Segmentation of cerebral atherosclerosis is done by using K-means clustering,Contextual clustering,and proposed Hybrid algo-rithm.Various parameters like Correlation,Pixel density,energy is determined and from the analysis of parameters it is determined that proposed Hybrid algo-rithm is efficient. 展开更多
关键词 ATHEROSCLEROSIS Ischemic stroke Alpha trimmed meanfilter K-meanS Contextual clustering Hybrid algorithm
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Trimmed and Winsorized Transformed Means Based on a Scaled Deviation
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作者 Si-yang WANG Heng-jian CUI 《Acta Mathematicae Applicatae Sinica》 SCIE CSCD 2015年第2期475-492,共18页
This paper introduces the Tukey trimmed and Winsorized means for the transformed data based on a scaled deviation. The trimmed and Winsorized means and scale based on a scaled deviation are as special cases. Meanwhile... This paper introduces the Tukey trimmed and Winsorized means for the transformed data based on a scaled deviation. The trimmed and Winsorized means and scale based on a scaled deviation are as special cases. Meanwhile, the trimmed and Winsorized skewness and kurtosis based on a scaled deviation are given.Furthermore, some of their robust properties(influence function, breakdown points) and asymptotic properties(asymptotic representation and limiting distribution) are also obtained. 展开更多
关键词 trimmed and Winsorized transformed means influence function SKEWNESS KURTOSIS
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Choice of Optimal Trimming Proportion by the Random Weighting Method
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作者 Shi Jian Zheng Zhongguo, Department of Probability and Statistics Peking University Beijing, 100871 China 《Acta Mathematica Sinica,English Series》 SCIE CSCD 1996年第3期326-336,共11页
In this paper, a strongly consistent estimation of the optimal trimming proportion in trimmed mean is found by the random weighting method. In addition, using the same method a strongly consistent estimation for the d... In this paper, a strongly consistent estimation of the optimal trimming proportion in trimmed mean is found by the random weighting method. In addition, using the same method a strongly consistent estimation for the distribution of some adaptive estimator is also obtained. 展开更多
关键词 trimmed mean Trimming proportion BOOTSTRAP Random weighting
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