Document Library: Kusner, R.


[2.16] Korevaar, N. & Kusner, R.
The structure of constant mean curvature embeddings in Euclidean 3-space
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[2.17] Kusner, R.
A maximum principle at infinity and the topology of complete embedded surfaces with constant mean curvature

[2.18] Korevaar, N., Kusner, R., Meeks III, W. H. & Solomon, B.
Constant mean curvature surfaces in hyperbolic space
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[2.40] Kusner, R.
The number of faces of a minimal foam
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[3.1] Hsu, L., Kusner, R. & Sullivan, J.
Minimizing the squared mean curvature integral for surfaces in space forms

[3.3] Korevaar, N. & Kusner, R.
The global structure of constant mean curvature surfaces

[3.12] Kim, D. & Kusner, R.
Torus knots extremizing the conformal energy
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[3.18] Kusner, R., Norman, P. & Sullivan, J.
Möbius energy minimizing knot and link catalogue

[3.23] Kusner, R. & Sullivan, J.
Möbius energies for knots and links, surfaces and submanifolds
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Kusner, R. & Sullivan, J.
Möbius-invariant knot energies
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[3.27] Kusner, R. & Schmitt, N.
The spinor representation of minimal surfaces (superseded)
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[4.1] Kusner, R., Mazzeo, R. & Pollack, D.
The moduli space of complete embedded constant mean curvature surfaces
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[4.2] Kusner, R., Lahti, P. & Lillya, C. P.
New surface allotropes of carbon
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[4.18] Kusner, R. & Schmitt, N.
The spinor representation of surfaces in space
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[4.20] Grosse-Brauckmann, K. & Kusner, R.
Moduli spaces of embedded constant mean curvature surfaces with few ends and special symmetry
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[4.24] Kusner, R. & Sullivan, J.
On distortion and thickness of knots
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Grosse-Brauckmann, K. & Kusner, R.
On the moduli spaces of embedded constant mean curvature surface with three or four ends
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[4.29] Grosse-Brauckmann, K., Kusner, R. & Sullivan, J.
Classification of embedded constant mean curvature surface with genus zero and three ends
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[4.31] Grosse-Brauckmann, K., Kusner, R. & Sullivan, J.
Constant mean curvature surfaces with cylindrical ends
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Cantarella, J., Kusner, R. & Sullivan, J.
Crossing numbers of tight knots
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[5.1] Grosse-Brauckmann, K., Kusner, R. & Sullivan, J.
Constant mean curvature surfaces with three ends
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[5.12] Grosse-Brauckmann, K., Kusner, R. & Sullivan, J.
Triunduloids: Embedded constant mean curvature surfaces with three ends and genus zero

[5.14] Cantarella, J., Kusner, R. & Sullivan, J.
On the Minimum Ropelength of Knots and Links


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