The analysis and visualization of flows is a central problem in visualization. Topology-based
methods have gained increasing interest in recent years. This article describes a method for …

The paper presents a topology-based visualization method for time-dependent two-
dimensional vector fields. A time interpolation enables the accurate tracking of critical points …

The analysis and visualization of flows is a central problem in visualization. Topology based
methods have gained increasing interest in recent years. This article describes a method for …

A partial differential equation formulation has been used recently for the problem of
computing invariant tori for systems of ordinary differential equations. We present an O (h4) …

Closed streamlines are a missing part in most visualizations of vector field topology. In this
paper, we propose a method which detects closed streamlines in a time-dependent two …

This dissertation examines how the computer can aid the creative human endeavour which
is data visualization. That computers now critically aid many elds is apparent, as is …

The increasing range of phenomena modeled through dynamical systems [4] induces the
demand for new and better computational approaches to the complex dynamics. Virtually …

The analysis and visualization of flows is a central problem in visualization. Topology based
methods have gained increasing interest in recent years. This article describes a method for …

Visualization has developed a tendency to use mathematical analysis to obtain and present
important data properties. In three-dimensional fluid flows, engineers are interested in …

The analysis and visualization of tensor fields is an advancing area in scientific visualization.
Topology-based methods that investigate the eigenvector fields of second order tensor fields …