两种基于椭圆拟合的细胞分离算法的性能比较

Migyung Cho
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引用次数: 0

摘要

细胞在培养过程中随着时间的推移而发生变化,并在其周围产生许多重叠的细胞。我们对在细胞培养过程中使用荧光光学显微镜系统拍摄的重叠细胞图像的分离算法感兴趣。在本研究中,假设所有细胞都具有椭圆状。对于基于椭圆拟合的方法,采用改进的最小二乘法,将设计矩阵分解为二次和线性部分,分离重叠单元;通过各种实验,将改进的最小二乘法(数值稳定直接最小二乘法拟合[NSDLSF])与传统的最小二乘法(直接最小二乘法拟合[DLSF])进行了比较。结果表明,NSDLSF对两个重叠细胞的平均分离准确率为95%,对三个重叠细胞的平均分离准确率为91%,对四个重叠细胞的平均分离准确率约为82%。
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Performance Comparison of Two Ellipse Fitting-Based Cell Separation Algorithms
Cells in a culture process transform with time and produce many overlapping cells in their vicinity. We are interested in a separation algorithm for images of overlapping cells taken using a fluorescence optical microscope system during a cell culture process. In this study, all cells are assumed to have an ellipse-like shape. For an ellipse fitting-based method, an improved least squares method is used by decomposing the design matrix into quadratic and linear parts for the separation of overlapping cells. Through various experiments, the improved least squares method (numerically stable direct least squares fitting [NSDLSF]) is compared with the conventional least squares method (direct least squares fitting [DLSF]). The results reveal that NSDLSF has a successful separation ratio with an average accuracy of 95% for two overlapping cells, an average accuracy of 91% for three overlapping cells, and about 82% accuracy for four overlapping cells.
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