Tensors are used to describe complex physical processes in many applications. Examples
include the distribution of stresses in technical materials, acting forces during seismic …

There have been recent advances in the analysis and visualization of 3D symmetric tensor
fields, with a focus on the robust extraction of tensor field topology. However, topological …

The problem of visualising multivariate data and tensor fields inherits its complexity from the
data it targets. By definition, complex data is" hard to separate, analyse, or solve" 1. This …

3D symmetric tensor fields have a wide range of applications in science and engineering.
The topology of such fields can provide critical insight into not only the structures in tensor …

Tensor field topology is of importance to research areas of medicine, science, and
engineering. Degenerate curves are one of the crucial topological features that provide …

Abstract 3D symmetric tensor fields have a wide range of applications, such as in solid and
fluid mechanics, medical imaging, meteorology, molecular dynamics, geophysics and …