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Method for knowledge based image segmentation using shape models

机译:使用形状模型的基于知识的图像分割方法

摘要

A method for segmenting an object of interest from an image of a patient having such object. Each one of a plurality of training shapes is distorted to overlay a reference shape with a parameter Θi being a measure of the amount of distortion required to effect the overlay. A vector of the parameters Θi is obtained for every one of the training shapes through the minimization of a cost function along with an estimate of uncertainty for every one of the obtained vectors of parameters Θi, such uncertainty being quantified as a covariance matrix Σi. A statistical model represented as {circumflex over (ƒ)}H (Θ,Σ) is generated with the sum of kernels having a mean Θi and covariance Σi . The desired object of interest in the image of the patient is identified by positioning of the reference shape on the image and distorting the reference shape to overlay the obtained image with a parameter Θ being a measure of the amount of distortion required to effect the overlay. An uncertainty is quantified as a covariance matrix Σ and an energy function E=Eshape+Eimage is computed to obtain the probability of the current shape in the statistical shape model Eshape(Θ,Σ)=−log({circumflex over (ƒ)}H) and the fit in the image Eimage.
机译:一种从具有这样的对象的患者的图像中分割感兴趣的对象的方法。多个训练形状中的每个形状都会失真,以使参数Θ i 覆盖参考形状,该参数是实现覆盖所需的变形量的度量。通过最小化成本函数以及每个获得的参数Θ i的每个矢量的不确定性估计,为每个训练形状获得参数Θ i 的矢量,将这种不确定性量化为协方差矩阵Σ i 。生成表示为{circumflex over(ƒ)} H (Θ,Σ)的统计模型,其核平均和为Θ i 和协方差Σ。通过将参考形状放置在图像上并使参考形状变形以使所获得的图像具有参数Θ重叠,从而识别患者图像中的期望的感兴趣对象,参数Θ是实现叠加所需的失真量的量度。量化不确定性作为协方差矩阵Σ,并计算能量函数E = E shape + E image 以获得统计形状模型E中当前形状的概率 shape (Θ,Σ)= − log({Sub> H )以及图像E image 中的拟合。

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