Title

GEOMETRIC DEEP LEARNING FOR 3D SHAPE CORRESPONDENCE

Abstract

Abstract

In this thesis, we introduce a fast, simple and novel mesh convolution operator for learning dense shape correspondences. Instead of calculating weights between nodes, we explicitly aggregate node features by serializing neighboring vertices in a fan-shaped order. Thereafter, we use a fully connected layer to encode vertex features combined with the local neighborhood information. Finally, we feed the resulting features into the multi-resolution functional maps module to acquire the final maps. We demonstrate that our method works well in both supervised and unsupervised settings, and can be applied to isometric shapes with arbitrary triangulation and resolution. We evaluate the proposed method on two widely-used benchmark datasets, FAUST and SCAPE. Our results show that our method runs significantly faster and provides on-par or better performance than the related state-of-the-art shape correspondence methods.

Supervisor(s)

Supervisor(s)

GUNES SUCU

Date and Location

Date and Location

2025-07-14 09:30:00

Category

Category

PhD_Thesis