Mathematica
Henrik Schumacher's user avatar
Henrik Schumacher's user avatar
Henrik Schumacher's user avatar
Henrik Schumacher
  • Member for 7 years, 9 months
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  • Athens, GA, USA
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My gravatar shows a minimal surface with a (7,2)-torus knot as boundary conditions.
(Computed in Mathematica, rendered with POVray.)

It is an elementary example of ''spontaneous symmetry breaking''.

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All Questions Answers
Score Newest
answer
59
A geometric multigrid solver for Mathematica?
May 21, 2018
question
53
A geometric multigrid solver for Mathematica?
May 21, 2018
answer
43
How to perform Loop subdivision on a triangle mesh with Mathematica?
Dec 4, 2017
answer
42
Can Mathematica solve Plateau's problem (finding a minimal surface with specified boundary)?
Oct 22, 2017
answer
41
Smoothing 3D contours as post processing
May 4, 2018
answer
38
3D tree in Mathematica?
Aug 22, 2017
answer
37
Complex eigenvalues from a sparse Hermitian matrix
Nov 18, 2018
answer
36
Implement fractional Laplacian
Sep 24, 2017
question
36
How to perform Loop subdivision on a triangle mesh with Mathematica?
Dec 4, 2017
answer
34
How can I reproduce a beautiful 3D vector plot?
Sep 20, 2017
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Why does nature favour the Laplacian?
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If a professor refuses to elaborate on the contents of the cheat sheet, what becomes fair game?
7
Rule of thumb for sparse vs dense matrix storage
7
Need to find matrix formulation
6
Square root of a matrix (or a 2nd order tensor)

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