Three-dimensional shape segmentation method and system based on weight energy adaptive distribution
An energy self-adaptive, three-dimensional shape technology, applied in image analysis, image enhancement, instruments, etc., can solve the problems of reducing the learning ability of neural networks, the loss function is difficult to decrease, and the performance of neural network prediction is poor, so as to achieve strong learning expansion ability, The effect of improving the segmentation results and reducing the mean square error
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Embodiment 1
[0043] The 3D shape segmentation method based on the adaptive distribution of weight energy includes training a deep neural network and using the trained deep neural network to perform segmentation prediction on the 3D model to be segmented, wherein, such as figure 1 As shown, the training process of deep neural network includes steps:
[0044] S1. Provide several 3D models S k and its segmentation label L k , the S k Divide into n small blocks to form a set of small blocks {s k1 ,s k2 ,...s kn}, randomly select a triangular patch on each small block to represent the small block s ki , by splitting the label L k Determine the segmentation label l corresponding to each triangle ki ;
[0045] S2. Extract the feature vector {x of each triangle facet k1 ,x k2 ,...x kn}, the eigenvectors of the selected triangular faces form a set as the input of the deep neural network training Input={x k1 ,x k2 ,...x kn};
[0046] S3, by dividing the label l ki Calculate the trian...
Embodiment 2
[0074] According to the 3D shape segmentation method based on the adaptive distribution of weight energy proposed in the above embodiment, this embodiment proposes a 3D shape segmentation system based on the adaptive distribution of weight energy.
[0075] A three-dimensional shape segmentation system based on weight energy adaptive distribution, including a training module and a segmentation prediction module, wherein the training module includes:
[0076] The over-segmentation unit is used to convert the 3D model S k Divide into n small blocks to form a set of small blocks {s k1 ,s k2 ,...s kn}, randomly select a triangular patch on each small block to represent the small block s ki , by splitting the label L k Determine the segmentation label l corresponding to each triangle ki ;
[0077] The output acquisition unit is electrically connected with the over-segmentation unit to extract the feature vector {x k1 ,x k2 ,...x kn}, the eigenvectors of all triangular faces...
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