基于几何代数 SURF 的三维医学图像配准研究
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TP391. 41 TH783

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国家自然科学基金面上项目(61973178)、国家自然科学基金智能电网联合基金重点支持项目(U2066203)资助


Research on 3D medical image registration based on geometric algebra SURF
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    摘要:

    三维医学图像可辅助医生的临床诊疗,不同模态三维图像通过配准后,可为医生提供更全面的病患信息,而传统三维多 模态医学图像配准的精度不高、耗时较长且易受干扰。 首先搭建 Hessian 四维尺度空间,将加速稳健特征(SURF)框架拓展至三 维,然后基于几何代数构造了梯度角度不变性的三维特征点描述子,以丰富特征点信息;再设计快速空间寻优算法,不仅可保证 配准精度,且提高配准稳定性;最后,采用数据一致性较好的 RIRE 公开数据集和合作附属医院提供的个性化临床实例数据开 展实验。 实验评估中,以手动配准作为金标准,公开库和临床实例图像的配准均值误差都不超过 3 mm,配准相似性超过 99. 1% ;抗扰实验中混入高斯噪声,均值误差仍不超过 3. 5 mm,相似性超过 98. 9% 。 实验结果表明,基于几何代数 SURF 的三维 配准方法的精度更高且稳定性更强,可为临床适用提供理论基础与诊疗预案。

    Abstract:

    Three dimensional medical images can help doctors in diagnosis and treatment, and the registered medical images of different modalities can provide more comprehensive information about the patient for doctors. However, the traditional 3D multimodal medical image registration is less precise, time-consuming and susceptible to interference. This article first establishes the Hessian fourdimensional scale space, and extends the SURF framework to 3D. Then, a 3D feature point descriptor with gradient angle invariance is constructed based on geometric algebra to enrich feature point information. Meanwhile, a fast spatial optimization algorithm is designed, which can not only ensure the registration accuracy, but also improve the registration stability. Finally, the experiments are carried out using the RIRE public data set with good data consistency and the personalized clinical instance data provided by the cooperative affiliated hospitals. In the experimental evaluation, with manual registration as the gold standard, the average registration error of the public library and clinical example images does not exceed 3 mm, and the registration similarity exceeds 99. 1% . Gaussian noise is mixed in the anti-interference experiment, the mean error still does not exceed 3. 5 mm, and the similarity exceeds 98. 9% . Experimental results show that the 3D registration method based on geometric algebra SURF has higher accuracy and stability, which can provide theoretical basis and treatment plan for clinical application.

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程天宇,顾菊平,华 亮,赵凤申,周伯俊.基于几何代数 SURF 的三维医学图像配准研究[J].仪器仪表学报,2022,43(9):227-237

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  • 在线发布日期: 2023-02-06
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