[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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dvi
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[4.3] |
Thayer, E. C.
Complete minimal surfaces in Euclidean 3-space
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[4.4] |
Burstall, F. E. & Pedit, F.
Dressing orbits of harmonic maps
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dvi
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[4.5] |
Guan, B.
Mean curvature motion of non-parametric hypersurfaces with contact angle condition
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[4.6] |
Guan, B.
On the existence of regularity of hypersurfaces of prescribed gauss curvature with boundary
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[4.7] |
Guan, B. & Li, Y.
Monge-Ampere equations on Riemannian manifolds
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[4.8] |
Guan, B.
The Dirichlet problem for Monge-Ampere equations in non-convex domains
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[4.9] |
Berglund, J. & Rossman, W.
Minimal surfaces with catenoid ends
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[4.10] |
Guan, B.
The Dirichlet problem for Monge-Ampere equations in non-convex domains and spacelike hypersurfaces of constant Gauss curvature
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[4.11] |
Brakke, K. A.
Surface evolver manual
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[4.12] |
Sullivan, J.
Geometry and the imagination at Umass/Amherst, spring 1995
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[4.13] |
Grosse-Brauckmann, K.
The family of constant mean curvature gyroids
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[4.14] |
Thayer, E. C.
Higher genus Chen-Gackstatter surfaces and the Weierstrass representation for infinite genus surfaces
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[4.15] |
Thayer, E. C. & Wohlgemuth, M.
Existence and non-existence of some embedded, doubly-periodic minimal surfaces
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[4.16] |
Hertrich-Jeromin, U. & Pedit, F.
Remarks on the darboux transform of isothermic surfaces
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dvi
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[4.17] |
Katsoulakis, M. A. & Tzavaras, A. E.
Contractive relaxation systems and the scalar multidimensional conservation law
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[4.18] |
Kusner, R. & Schmitt, N.
The spinor representation of surfaces in space
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[4.19] |
Katsoulakis, M. A. & Souganidis, P. E.
Stochastic Ising models and anisotropic front propagation
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dvi
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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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[4.21] |
Kamberov, G., Pedit, F. & Pinkall, U.
Bonnet pairs and isothermic surfaces
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dvi
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[4.22] |
Kamberov, G.
Recovering the shape of a surface from the mean curvature
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[4.23] |
Kamberov, G.
Prescribing mean curvature: existence and uniqueness problems
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[4.24] |
Kusner, R. & Sullivan, J.
On distortion and thickness of knots
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[4.25] |
Bobenko, A. I. & Schief, W. K.
Discrete affine spheres
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[4.26] |
Jin, S. & Katsoulakis, M. A.
Relaxation approximations to front propagation
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dvi
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[4.27] |
Bobenko, A. I.
Discrete conformal maps and surfaces
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[4.28] |
Bobenko, A. I.
Helicoids with handles and Baker-Akhiezer spinors
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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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[4.30] |
Katsoulakis, M. A., Kossioris, G. & Makridakis, C.
Convergence and error estimates of relaxation schemes for multidimensional conservation laws
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dvi
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[4.31] |
Grosse-Brauckmann, K., Kusner, R. & Sullivan, J.
Constant mean curvature surfaces with cylindrical ends
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dvi
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[4.32] |
Hertrich-Jeromin, U.
The surfaces capable of division into infinitesimal squares by their curves of curvature
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[4.33] |
Hertrich-Jeromin, U.
Supplement on curved flats in the space of point pairs and isothermic surfaces: a quaternionic calculus
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