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A wavelet-based Markov random field segmentation model in segmenting microarray experiments.

机译:基于小波的马尔可夫随机场分割模型在分割微阵列实验中的应用。

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摘要

In the present study, an adaptation of the Markov Random Field (MRF) segmentation model, by means of the stationary wavelet transform (SWT), applied to complementary DNA (cDNA) microarray images is proposed (WMRF). A 3-level decomposition scheme of the initial microarray image was performed, followed by a soft thresholding filtering technique. With the inverse process, a Denoised image was created. In addition, by using the Amplitudes of the filtered wavelet Horizontal and Vertical images at each level, three different Magnitudes were formed. These images were combined with the Denoised one to create the proposed SMRF segmentation model. For numerical evaluation of the segmentation accuracy, the segmentation matching factor (SMF), the Coefficient of Determination (r(2)), and the concordance correlation (p(c)) were calculated on the simulated images. In addition, the SMRF performance was contrasted to the Fuzzy C Means (FCM), Gaussian Mixture Models (GMM), Fuzzy GMM (FGMM), and the conventional MRF techniques. Indirect accuracy performances were also tested on the experimental images by means of the Mean Absolute Error (MAE) and the Coefficient of Variation (CV). In the latter case, SPOT and SCANALYZE software results were also tested. In the former case, SMRF attained the best SMF, r(2), and p(c) (92.66%, 0.923, and 0.88, respectively) scores, whereas, in the latter case scored MAE and CV, 497 and 0.88, respectively. The results and support the performance superiority of the SMRF algorithm in segmenting cDNA images.
机译:在本研究中,提出了通过平稳小波变换(SWT)将马尔可夫随机场(MRF)分割模型应用于自适应DNA(cDNA)微阵列图像(WMRF)的方法。进行了初始微阵列图像的3级分解方案,然后进行了软阈值滤波技术。通过逆过程,创建了去噪图像。此外,通过在每个级别使用滤波后的小波水平和垂直图像的振幅,形成了三个不同的振幅。将这些图像与经过降噪处理的图像组合以创建建议的SMRF分割模型。为了对分割精度进行数值评估,在模拟图像上计算了分割匹配因子(SMF),确定系数(r(2))和一致性相关性(p(c))。此外,SMRF性能与模糊C均值(FCM),高斯混合模型(GMM),模糊GMM(FGMM)和常规MRF技术进行了对比。还通过平均绝对误差(MAE)和变异系数(CV)在实验图像上测试了间接精度性能。在后一种情况下,还测试了SPOT和SCANALYZE软件的结果。在前一种情况下,SMRF得分最高,分别为r(2)和p(c)(分别为92.66%,0.923和0.88),而在后一种情况下,MAE和CV分别为497和0.88。 。结果和支持SMRF算法在分割cDNA图像方面的性能优势。

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