Reconstructing a complete surface from a discrete point cloud is a fundamentally underdetermined problem: there are infinitely many continuous surfaces that pass through any given finite set of points. Discriminating between all these possibilities requires encoding some prior information about the surface (e.g., smoothness, or similarity to existing data). For a given point cloud, this prior will produce a posterior distribution in the space of possible surfaces, letting us identify some surfaces as "likelier" than others. We will explore different methods for encoding these priors and sampling from this space of possible surfaces.
Linux
Gaussian Process:
pip
Neural Process:
Docker- NVIDIA Driver
- NVIDIA Docker
To build environment:
docker build -t samp-surfs docker/
To run jupyter lab kernel:
docker run --runtime=nvidia --gpus all -p 8888:8888 -it --rm --volume /:/host --workdir /host$PWD samp-surfs