Sign and basis invariant networks for spectral graph representation learning
We introduce SignNet and BasisNet--new neural architectures that are invariant to two key
symmetries displayed by eigenvectors:(i) sign flips, since if $ v $ is an eigenvector then so is …
symmetries displayed by eigenvectors:(i) sign flips, since if $ v $ is an eigenvector then so is …
Nsf: Neural surface fields for human modeling from monocular depth
Obtaining personalized 3D animatable avatars from a monocular camera has several real
world applications in gaming, virtual try-on, animation, and VR/XR, etc. However, it is very …
world applications in gaming, virtual try-on, animation, and VR/XR, etc. However, it is very …
Text2scene: Text-driven indoor scene stylization with part-aware details
Abstract We propose Text2Scene, a method to automatically create realistic textures for
virtual scenes composed of multiple objects. Guided by a reference image and text …
virtual scenes composed of multiple objects. Guided by a reference image and text …
Generalised implicit neural representations
We consider the problem of learning implicit neural representations (INRs) for signals on
non-Euclidean domains. In the Euclidean case, INRs are trained on a discrete sampling of a …
non-Euclidean domains. In the Euclidean case, INRs are trained on a discrete sampling of a …
Leveraging intrinsic properties for non-rigid garment alignment
We address the problem of aligning real-world 3D data of garments, which benefits many
applications such as texture learning, physical parameter estimation, generative modeling of …
applications such as texture learning, physical parameter estimation, generative modeling of …
MeshFeat: Multi-Resolution Features for Neural Fields on Meshes
Parametric feature grid encodings have gained significant attention as an encoding
approach for neural fields since they allow for much smaller MLPs, which significantly …
approach for neural fields since they allow for much smaller MLPs, which significantly …
Δ-PINNs: physics-informed neural networks on complex geometries
Physics-informed neural networks (PINNs) have demonstrated promise in solving forward
and inverse problems involving partial differential equations. Despite recent progress on …
and inverse problems involving partial differential equations. Despite recent progress on …
Shape analysis of Euclidean curves under frenet-serret framework
Geometric frameworks for analyzing curves are common in applications as they focus on
invariant features and provide visually satisfying solutions to standard problems such as …
invariant features and provide visually satisfying solutions to standard problems such as …
Generating molecular conformer fields
In this paper we tackle the problem of generating conformers of a molecule in 3D space
given its molecular graph. We parameterize these conformers as continuous functions that …
given its molecular graph. We parameterize these conformers as continuous functions that …
Partial matching of nonrigid shapes by learning piecewise smooth functions
D Bensaïd, N Rotstein, N Goldenstein… - Computer Graphics …, 2023 - Wiley Online Library
Learning functions defined on non‐flat domains, such as outer surfaces of non‐rigid shapes,
is a central task in computer vision and geometry processing. Recent studies have explored …
is a central task in computer vision and geometry processing. Recent studies have explored …