GaussianCube
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Gaussiancube
Overview :
GaussianCube is an innovative 3D radiance representation method that significantly advances 3D generative modeling through its structured and explicit representation. This technology achieves high-precision fitting by utilizing a novel density-constrained Gaussian fitting algorithm and optimal transport methods, rearranging Gaussian functions onto a predefined voxel grid. Compared to traditional implicit feature decoders or spatially unstructured radiance representations, GaussianCube boasts fewer parameters and higher quality, making 3D generative modeling more accessible.
Target Users :
GaussianCube is suitable for researchers and developers in the field of 3D modeling, computer graphics, virtual reality, and augmented reality, especially those seeking higher accuracy and fewer parameters in 3D generative modeling.
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Use Cases
Unconditional generation of cars and chairs on the ShapeNet dataset
Class-conditional generation experiments using OmniObject3D
Creation of 3D digital avatars from single portrait images
Features
Fit 3D assets with Gaussian using multi-view rendering
Voxelate Gaussian functions onto a predefined grid via optimal transport
Utilize a standard 3D U-Net as the backbone network of the diffusion model
Achieve both unconditional and class-conditional object generation
Support the creation of digital avatars and text-to-3D synthesis
Exhibit high parameter efficiency, reducing model complexity
How to Use
1. Visit the official website of GaussianCube
2. Read the product introduction and abstract of the research paper
3. View example results of unconditional and class-conditional generation
4. Understand the detailed steps of the technical implementation, including Gaussian fitting and voxelation
5. Explore the source code and demonstration videos to gain a deeper understanding of the technical details
6. Download and use the GaussianCube model according to your personal research or project needs
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