This survey reviews the recent advances in linear variational mesh deformation techniques.
These methods were developed for editing detailed high-resolution meshes like those …

Modeling tasks, such as surface deformation and editing, can be analyzed by observing the
local behavior of the surface. We argue that defining a modeling operation by asking for …

Direction fields and vector fields play an increasingly important role in computer graphics
and geometry processing. The synthesis of directional fields on surfaces, or other spatial …

We present an explicit method to compute a generalization of the Fourier Transform on a
mesh. It is well known that the eigenfunctions of the Laplace Beltrami operator (Manifold …

This paper presents a system for designing freeform surfaces with a collection of 3D curves.
The user first creates a rough 3D model by using a sketching interface. Unlike previous …

Shape analysis plays a pivotal role in a large number of applications, ranging from
traditional geometry processing to more recent 3D content management. In this scenario …

Discrete Laplace operators are ubiquitous in applications spanning geometric modeling to
simulation. For robustness and efficiency, many applications require discrete operators that …

We present a fully automatic pipeline to train 3D Morphable Models (3DMMs), with
contributions in pose normalisation, dense correspondence using both shape and texture …

The use of Laplacian eigenbases has been shown to be fruitful in many computer graphics
applications. Today, state‐of‐the‐art approaches to shape analysis, synthesis, and …

Spectral methods for mesh processing and analysis rely on the eigenvalues, eigenvectors,
or eigenspace projections derived from appropriately defined mesh operators to carry out …