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    • 22. 发明授权
    • Non-rigid image registration using distance functions
    • 使用距离函数的非刚性图像配准
    • US07200269B2
    • 2007-04-03
    • US10356055
    • 2003-01-31
    • Nikolaos ParagiosMikael RoussonVisvanathan Ramesh
    • Nikolaos ParagiosMikael RoussonVisvanathan Ramesh
    • G06K9/62G06F7/60
    • G06K9/00362G06T7/12G06T7/149G06T2207/10012
    • A system and method for non-rigid image registration using distance functions includes portions for receiving a source shape into an image space, integrating a global linear registration model with local deformations to assess the source shape, optimizing a functional defined on a parameter or feature space where the functional quantifies the similarity between the source shape and a target shape in terms of distance functions, creating an augmented registration space including a plurality of target shape clones coherently positioned in the image space, tracking moving interfaces between the source shape and the target shapes and clones through a level set method, and registering the source shape by seeking mutual correspondences between the source shape, the target shape and the target shape clones.
    • 用于使用距离函数的非刚性图像配准的系统和方法包括用于将源形状接收到图像空间中的部分,将全局线性对准模型与局部变形集成以评估源形状,优化在参数或特征空间上定义的功能 其中功能量化距离函数在源形状和目标形状之间的相似性,创建包括相干地定位在图像空间中的多个目标形状克隆的增强对准空间,跟踪源形状和目标形状之间的移动界面 并通过水平集方法进行克隆,并通过寻找源形状,目标形状和目标形状克隆之间的相互对应来记录源形状。
    • 23. 发明授权
    • Shape priors for level set representations
    • 形成级别表示的先验
    • US07177471B2
    • 2007-02-13
    • US10356093
    • 2003-01-31
    • Nikolaos ParaglosMikael Rousson
    • Nikolaos ParaglosMikael Rousson
    • G06K9/46
    • G06K9/00362G06K9/48G06K9/6206G06T7/12G06T7/149
    • This invention relates to shape priors for level set representations. An embodiment of the invention comprises a first stage and a second stage. In the first stage, a shape model can be built directly on level set space using a collection of samples. The shape model can be constructed using a variational framework to create a non-stationary pixel-wise model that accounts for shape variabilities. Then, in the second stage, the shape model can be used as basis to introduce the shape prior in an energetic form. In terms of level set representations, the shape prior aims at minimizing non-stationary distance between the evolving interface and the shape model. An embodiment according to the present invention can be integrated with an existing, data-driven variational method to perform image segmentation for physically corrupted and incomplete data.
    • 本发明涉及水平集表示的形状先验。 本发明的实施例包括第一阶段和第二阶段。 在第一阶段,可以使用样本集合直接在级别集空间上构建形状模型。 可以使用变分框架来构建形状模型,以创建考虑到形状变异性的非平稳像素模型。 然后,在第二阶段中,形状模型可以用作以能量形式引入形状的基础。 在水平集表示方面,先前的形状旨在最小化不断变化的界面和形状模型之间的非固定距离。 根据本发明的实施例可以与现有的数据驱动变分方法集成,以对物理损坏和不完整的数据执行图像分割。
    • 24. 发明申请
    • Shape priors for level set representations
    • 形成级别表示的先验
    • US20060285745A1
    • 2006-12-21
    • US11508794
    • 2006-08-23
    • Nikolaos ParagiosMikael Rousson
    • Nikolaos ParagiosMikael Rousson
    • G06K9/34
    • G06K9/00362G06K9/48G06K9/6206G06T7/12G06T7/149
    • This invention relates to shape priors for level set representations. An embodiment of the invention comprises a first stage and a second stage. In the first stage, a shape model can be built directly on level set space using a collection of samples. The shape model can be constructed using a variational framework to create a non-stationary pixel-wise model that accounts for shape variabilities. Then, in the second stage, the shape model can be used as basis to introduce the shape prior in an energetic form. In terms of level set representations, the shape prior aims at minimizing non-stationary distance between the evolving interface and the shape model. An embodiment according to the present invention can be integrated with an existing, data-driven variational method to perform image segmentation for physically corrupted and incomplete data.
    • 本发明涉及水平集表示的形状先验。 本发明的实施例包括第一阶段和第二阶段。 在第一阶段,可以使用样本集合直接在级别集空间上构建形状模型。 可以使用变分框架来构建形状模型,以创建考虑到形状变异性的非平稳像素模型。 然后,在第二阶段中,形状模型可以用作以能量形式引入形状的基础。 在水平集表示方面,先前的形状旨在最小化不断变化的界面和形状模型之间的非固定距离。 根据本发明的实施例可以与现有的数据驱动变分方法集成,以对物理损坏和不完整的数据执行图像分割。