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首页> 外文期刊>American Journal of Computational Mathematics >Computational Geometric Analysis for &i&C. elegans&/i& Trajectories on Thermal and Salinity Gradient
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Computational Geometric Analysis for &i&C. elegans&/i& Trajectories on Thermal and Salinity Gradient

机译:& i& c的计算几何分析。 elegans& / i&热量和盐度梯度的轨迹

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摘要

Elegans are one of the best model organisms in neural researches, and tropism movement is a typical learning and memorizing activity. Based on one imaging technique called Fast Track-Capturing Microscope (FTCM), we investigated the movement regulation. Two movement patterns are extracted from various trajectories through analysis on turning angle. Then we applied this classification on trajectory regulation on the compound gradient field, and theoretical results corresponded with experiments well, which can initially verify the conclusion. Our breakthrough is performed computational geometric analysis on trajectories. Several independent features were combined to describe movement properties by principal composition analysis (PCA) and support vector machine (SVM). After normalizing all data sets, no-supervising machine learning was processed along with some training under certain supervision. The final classification results performed perfectly, which indicates the further application of such computational analysis in biology researches combining with machine learning.
机译:秀丽隐形是神经研究中最好的模型生物之一,而且统一运动是典型的学习和记忆活动。基于一种称为快速轨道捕获显微镜(FTCM)的成像技术,我们调查了运动规则。通过对转动角度分析,从各种轨迹中提取两个运动模式。然后,我们在复合梯度场上应用了轨迹调节的这种分类,与实验相对应的理论结果,其最初可以验证结论。我们的突破是对轨迹的计算几何分析。组合了几个独立的特征来描述主成分分析(PCA)和支持向量机(SVM)的运动性能。在正常化所有数据集之后,无需监督机器学习以及某些监督下的一些培训处理。最终分类结果完美地进行,这表明在与机器学习结合的生物学研究中进一步应用了这种计算分析。

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