- In
differential geometry and
algebraic geometry, the
Enneper surface is a self-intersecting
surface that can be
described parametrically by: x = 1 3 u...
-
Alfred Enneper (June 14, 1830,
Barmen –
March 24, 1885 Hanover) was a
German mathematician.
Enneper earned his PhD from the Georg-August-Universität Göttingen...
- of surfaces. Catalan's
minimal surface Costa's
minimal surface Catenoid Enneper surface Gyroid Helicoid Lidinoid Riemann's
minimal surface Saddle tower...
- mathematics, the Weierstr****–
Enneper parameterization of
minimal surfaces is a
classical piece of
differential geometry.
Alfred Enneper and Karl Weierstr**** studied...
- the
teaching staff there. Dedekind, Riemann,
Moritz Cantor and
Alfred Enneper,
although they had all
already earned their PhDs,
attended Dirichlet's...
- his
periodic surface families)
using complex methods. Weierstr**** and
Enneper developed more
useful representation formulas,
firmly linking minimal surfaces...
- that
generalize the
Enneper surface by
adding handles,
giving it
nonzero topological genus. They are not embedded, and have
Enneper-like ends. The members...
-
method Enneper–Weierstr****
parameterization Lindemann–Weierstr****
theorem Sochocki–Weierstr****
theorem Stone–Weierstr****
theorem Weierstr****–
Enneper parameterization...
- Lindemann–Weierstr****
theorem Weierstr****
factorization theorem Weierstr****–
Enneper parameterization Edmund Husserl The
lunar crater Weierstr**** and the asteroid...
-
curvature at all points.
classic examples include the catenoid,
helicoid and
Enneper surface.
Recent discoveries include Costa's
minimal surface and the Gyroid...
