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The first type, geodesic convolutions, defines the kernel weights over mesh surfaces or graphs.

Dualconvmesh. We propose DualConvMesh-Nets (DCM-Net) a family of deep hierarchical convolutional networks over 3D geometric data that combines two types of convolutions. Joint Geodesic and Euclidean Convolutions on 3D Meshes We propose DualConvMesh-Nets (DCM-Net) a family of deep hierarchical convolutional networks over 3D geometric data that combines two types of convolutions. We propose DualConvMesh-Nets (DCM-Net) a family of deep hierarchical convolutional networks over 3D geomet- ric data thatcombines two typesof convolutions.

We propose DualConvMesh-Nets (DCM-Net) a family of deep hierarchical convolutional networks over 3D geometric data that combines two types of convolutions. Computer Vision and Pattern Recognition (CVPR),. Furthermore, we present detailed net-.

That is, the convolutional kernel weights are mapped to the local surface of a given mesh. The first type, geodesic convolutions, defines the kernel weights over mesh surfaces or graphs. The first type, geodesic convolutions, defines the kernel weights over mesh surfaces or graphs.

The ・〉st type,geodesic convolutions, de・]es the kernel weights over mesh surfaces or graphs. Joint Geodesic and Euclidean Convolutions on 3D Meshes Jonas Schult *, Francis Engelmann *, Theodora Kontogianni, Bastian Leibe Proc. That is, the convolutional kernel weights are mapped to the local surface of a given mesh.

Joint Geodesic and Euclidean Convolutions on 3D Meshes Created by Jonas Schult*, Francis Engelmann*, Theodora Kontogianni and Bastian Leibe from RWTH chen University. This work is based on our paper "DualConvMesh-Net:. Jonas Schult, Francis Engelmann, Theodora Kontogianni, Bastian Leibe We propose DualConvMesh-Nets (DCM-Net) a family of deep hierarchical convolutional networks over 3D geometric data that combines two types of convolutions.

Joint Geodesic and Euclidean Convolutions on 3D Meshes Supplementary Material Abstract In the supplementary material, we provide further in-sights into the architectural design choices we make in or-der to leverage the potential of combining geodesic and Eu-clidean information. Oral Presentation Paper BibTeX Project Code. Joint Geodesic and Euclidean Convolutions on 3D Meshes", which appeared at the IEEE Conference On Computer Vision And Pattern Recognition (CVPR).

Deep-learning semantic-segmentation cvpr 3d-segmentation 3d-deep-learning scannet cvpr Python MIT 7 66 2 0 Updated on Jun 16. That is, the convolutional kernel weights are mapped to the local surface of a given mesh.

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