Mathematica
Henrik Schumacher's user avatar
Henrik Schumacher's user avatar
Henrik Schumacher's user avatar
Henrik Schumacher
  • Member for 7 years
  • Last seen this week
  • Chemnitz, Germany
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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
58
A geometric multigrid solver for Mathematica?
May 21, 2018
question
52
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
41
Smoothing 3D contours as post processing
May 4, 2018
answer
41
Can Mathematica solve Plateau's problem (finding a minimal surface with specified boundary)?
Oct 22, 2017
answer
38
3D tree in Mathematica?
Aug 22, 2017
answer
37
Complex eigenvalues from a sparse Hermitian matrix
Nov 18, 2018
question
36
How to perform Loop subdivision on a triangle mesh with Mathematica?
Dec 4, 2017
answer
36
Implement fractional Laplacian
Sep 24, 2017
answer
34
Efficient multidimensional optimization while constraining some coordinates
Oct 18, 2021
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Why does nature favour the Laplacian?
13
If a professor refuses to elaborate on the contents of the cheat sheet, what becomes fair game?
7
Need to find matrix formulation
6
Rule of thumb for sparse vs dense matrix storage
6
Square root of a matrix (or a 2nd order tensor)

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