- Inventiones mathematicae manuscript No. (will be inserted by the editor)
- Cubic Polyhedra Chaim Goodman-Strauss1
- The Second Hull of a Knotted Curve Jason Cantarella,1,
- OBIUS--INVARIANT KNOT ENERGIES R.B. KUSNER
- Tomographic imaging of foam M.R. Fetterman, E. Tan, L. Ying, R.A, Stack,
- 10.1098/rspa.2003.1171 Pressures in periodic foams
- THE GEOMETRY OF BUBBLES AND FOAMS JOHN M. SULLIVAN
- Rescalable Real-Time Interactive Computer Animations
- ALICE on the Eightfold Way: Exploring Curved Spaces
- Computing Sphere Eversions George Francis, John M. Sullivan, and Chris Hartman
- POLYGON IN TRIANGLE: GENERALIZING A THEOREM OF POST
- Computing Sphere Eversions George Francis, John M. Sullivan, and Chris Hartman
- CONSTANT MEAN CURVATURE SURFACES WITH THREE ENDS
- Dynamic Skin Triangulation Ho-Lun Cheng
- The Minimax Sphere Eversion G. Francis 1 , J. M. Sullivan 2 , R. B. Kusner 3 , K. A. Brakke 4 , C. Hartman 1 ,
- The Journal of Geometric Analysis Volume 2, Number 2, 1994
- MO"BIUS-INVARIANT KNOT ENERGIES R.B. KUSNER
- THE GEOMETRY OF BUBBLES AND FOAMS JOHN M. SULLIVAN
- Computing Sphere Eversions George Francis, John M. Sullivan, and Chris Hartman
- ON DISTORTION AND THICKNESS OF KNOTS ROBERT B. KUSNER AND JOHN M. SULLIVAN
- Constant mean curvature surfaces with cylindrical ends
- A Complete Family of CMC Surfaces John M. Sullivan
- The Minimax Sphere Eversion G. Francis1, J. M. Sullivan2, R. B. Kusner3, K. A. Brakke4, C. Hartman1,
- The Minimax Sphere Eversion G. Francis1
- TRIUNDULOIDS: EMBEDDED CONSTANT MEAN CURVATURE SURFACES
- Foam Evolution: Experiments and Simulations H. Aref, J.M. Sullivan, S.T. Thoroddsen
- New Tetrahedrally Close-Packed Structures John M. Sullivan
- COMPARING THE WEAIRE-PHELAN EQUAL-VOLUME FOAM TO KELVIN'S FOAM
- OPEN PROBLEMS IN SOAP BUBBLE GEOMETRY POSED AT THE BURLINGTON MATHFEST IN AUGUST 1995
- Curvatures of Smooth and Discrete Surfaces John M. Sullivan
- MINIMIZING THE SQUARED MEAN CURVATURE FOR SURFACES IN SPACE FORMS
- VISUALIZATION OF SOAP BUBBLE GEOMETRIES Fred Almgren (mathematician)
- THE GEOMETRY OF BUBBLES AND FOAMS JOHN M. SULLIVAN
- Making the Optiverse: A Mathematician's Guide to avn,
- SPHERE EVERSIONS: FROM SMALE THROUGH "THE OPTIVERSE"
- Constant mean curvature surfaces with three ends Karsten Grosse-Brauckmann*, Robert B. Kusner
- Generating and Rendering Four-Dimensional Polytopes John M. Sullivan, Geometry Supercomputer Project
- A Crystalline Approximation Theorem for Hypersurfaces
- Computing hypersurfaces which minimize surface energy plus bulk energy
- EUROPHYSICS Published under the scientific responsibility of the
- Wienholtz's Proof of a Conjecture about Projections of Small Diameter John M. Sullivan, April 2000 (revised April 2001)
- TIGHT KNOT VALUES DEVIATE FROM LINEAR RELATIONS JASON CANTARELLA, ROBERT B. KUSNER, AND JOHN M. SULLIVAN
- Dynamic Skin Triangulation (extended abstract)
- TIGHT KNOT VALUES DEVIATE FROM LINEAR RELATIONS JASON CANTARELLA, ROBERT B. KUSNER, AND JOHN M. SULLIVAN
- CONSTANT MEAN CURVATURE SURFACES WITH THREE ENDS
- Constant mean curvature surfaces with cylindrical ends
