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    • 5. 发明申请
    • MODIFICATION OF THE NORMALIZED DIFFERENCE METHOD FOR REAL-TIME OPTICAL TOMOGRAPHY
    • 用于实时光学测量的正则化差分方法的修改
    • WO2003088133A1
    • 2003-10-23
    • PCT/US2003/010524
    • 2003-04-07
    • BARBOUR, Randall, L.PEI, Yaling
    • BARBOUR, Randall, L.PEI, Yaling
    • G06K9/00
    • G06T11/006A61B5/0073A61B5/0091A61B5/4312G01N21/359G01N21/4795G01N21/49G01N2021/1787G01N2021/475G01N2201/0826G01N2201/0833
    • Computation -saving techniques and stability-adding techniques provide for fast, accurate reconstructions of a time series of images involving large scale 3D problems, such as real-time image recovery in an optical tomography imaging system. A system equation for a target medium (116) such as a tissue is solved using a Normalized Difference Method (NDM) (250). Because of the inherent stability of the NDM solutions, a weight matrix (W) of the system equation can be provided for a given point in a time series (220), then reused without recalculation at subsequent points. Further saving are achieved by decomposing W using singular value decomposition or direst matrix decomposition, transforming it to reduce its dimensions, and/or scaling it to achieve a more stable numerical solution. Values of measured energy (112) emerging from the target medium are back-substituted into the system equation for the different points to obtain the target medium properties.
    • 计算保存技术和稳定性添​​加技术可以快速,准确地重建涉及大规模3D问题的时间序列图像,例如光学层析成像系统中的实时图像恢复。 使用归一化差分法(NDM)(250)解决诸如组织的目标介质(116)的系统方程式。 由于NDM解决方案的固有稳定性,可以为时间序列(220)中的给定点提供系统方程的权重矩阵(W),然后在后续点重新计算。 通过使用奇异值分解或直接矩阵分解来分解W来实现进一步节省,将其变换以减小其尺寸和/或缩放以实现更稳定的数值解。 从目标介质出现的测量能量(112)的值被替代为不同点的系统方程,以获得目标介质特性。