5 citations · 6 across the 3 of their papers we have counts for
4 papers
Computational Topology: Isotopic Convergence to a Stick Knot
J. Li, T. J. Peters, K. E. Jordan +1
Computational topology is a vibrant contemporary subfield and this article integrates knot theory and mathematical visualization. Previous work on computer graphics developed a seq…
Knot Visualization Experiments for Verifiable Molecular Movies
J. Li, T. J. Peters, K. E. Jordan
Classical topological concepts are applied to understand high performance computing simulations of molecules writhing in three dimensional space. These simulations produce peta-byt…
Computational Topology Counterexamples with 3D Visualization of Bezier Curves
J. Li, T. J. Peters, D. Marsh +1
For applications in computing, Bezier curves are pervasive and are defined by a piecewise linear curve L which is embedded in R^3 and yields a smooth polynomial curve C embedded in…
Isotopic Convergence Theorem
J. Li, T. J. Peters
When approximating a space curve, it is natural to consider whether the knot type of the original curve is preserved in the approximant. This preservation is of strong contemporary…