- The Second Hull of a Knotted Curve Jason Cantarella,1,
- Visualizing the tightening of knots Jason Cantarella
- Influence of Geometry and Topology on Helicity Jason Cantarella, Dennis DeTurck, Herman Gluck, Mikhail Teytel
- An Energy-Driven Approach to Linkage Unfolding Jason H. Cantarella
- A General CrossHelicity Formula Jason Cantarella
- ON COMPARING THE WRITHE OF A SMOOTH CURVE TO THE WRITHE OF AN INSCRIBED POLYGON
- NONTRIVIAL EMBEDDINGS OF POLYGONAL INTERVALS AND UNKNOTS IN 3SPACE
- A Fast Octree-Based Algorithm for Computing Ropelength and Jason Cantarella
- - B B - B - -
- Circles Minimize most Knot Energies Aaron Abrams, Jason Cantarella, 1 and Joseph H. Fu, 2
- Isoperimetric problems for the helicity of vector fields and the BiotSavart and curl operators
- tsnnls: A solver for large sparse least squares problems with non-negative variables
- Influence of Geometry and Topology on Helicity Jason Cantarella, Dennis DeTurck, Herman Gluck, Mikhail Teytel
- UPPER BOUNDS FOR THE WRITHING OF KNOTS AND THE HELICITY OF VECTOR FIELDS
- The SPECTRUM of the CURL OPERATOR SPHERICALLY SYMMETRIC DOMAINS
- KNOT TIGHTENING BY CONSTRAINED GRADIENT DESCENT TED ASHTON, JASON CANTARELLA, MICHAEL PIATEK, AND ERIC RAWDON
- Atlas of Tight Knots and Links Jason Cantarella
- ON COMPARING THE WRITHE OF A SMOOTH CURVE TO THE WRITHE OF AN INSCRIBED POLYGON
- On the Minimum Ropelength of Knots and Links Jason Cantarella
- TOPOLOGICAL STRUCTURE OF STABLE PLASMA FLOWS Jason Cantarella
- UPPER BOUNDS FOR THE WRITHING OF KNOTS AND THE HELICITY OF VECTOR FIELDS
- CROSSING NUMBERS OF TIGHT KNOTS JASON CANTARELLA, ROBERT B. KUSNER, AND JOHN M. SULLIVAN
- UPPER BOUNDS FOR ROPELENGTH AS A FUNCTION OF CROSSING NUMBER JASON CANTARELLA, X.W.C. FABER, AND CHAD A. MULLIKIN
- The BiotSavart operator for application to knot theory, fluid dynamics, and plasma physics
