Yuan Munan, Li Xiru, Tan Haibao
Hefei Institute of Physical Science, Chinese Academy of Sciences, Hefei 230031, China.
Zhongke Technology Achievement Transfer and Transformation Center of Henan Province, Zhengzhou 450046, China.
Sensors (Basel). 2025 Jun 3;25(11):3525. doi: 10.3390/s25113525.
Non-rigid transformation is based on rigid transformation by adding distortions to form a more complex but more consistent common scene. Many advanced non-rigid alignment models are implemented using supervised learning; however, the large number of labels required for the training process makes their application difficult. Here, an elastic fine-tuning dual recurrent computation for unsupervised non-rigid registration is proposed. At first, we transform a non-rigid transformation into a series of combinations of rigid transformations using an outer recurrent computational network. Then, the inner loop layer computes elastic-controlled rigid incremental transformations by controlling the threshold to obtain a finely coherent rigid transformation. Finally, we design and implement loss functions that constrain deformations and keep transformations as rigid as possible. Extensive experiments validate that the proposed method achieves state-of-the-art performance with 0.01219 earth mover's distances (EMDs) and 0.0153 root mean square error (RMSE) in non-rigid and rigid scenes, respectively.
非刚性变换基于刚性变换,通过添加变形来形成更复杂但更一致的公共场景。许多先进的非刚性对齐模型是使用监督学习实现的;然而,训练过程所需的大量标签使得它们的应用变得困难。在此,提出了一种用于无监督非刚性配准的弹性微调双循环计算方法。首先,我们使用外部循环计算网络将非刚性变换转换为一系列刚性变换的组合。然后,内循环层通过控制阈值来计算弹性控制的刚性增量变换,以获得精细连贯的刚性变换。最后,我们设计并实现了约束变形并使变换尽可能保持刚性的损失函数。大量实验验证了所提出的方法在非刚性和刚性场景中分别以0.01219的推土机距离(EMD)和0.0153的均方根误差(RMSE)达到了当前最优性能。