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Michael Trott
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Yes, the horizontal vertical structures are to be expected. The stadium is convex and in a zeroth approximation just a rectangle. A rectangle shows the same horizontal vertical structures: dr = DiscretizeRegion[Rectangle[{-3/2, -1}, {3/2,...
See the nice analysis at 538: [A Nerds Guide To The 2,229 Paintings At MoMA][1] [1]: http://fivethirtyeight.com/features/a-nerds-guide-to-the-2229-paintings-at-moma
High-order series solution of the ODE around x=0 followed by a Pade approximation. difference calculates the difference of the approximation to the right boundary value. It also returns the actual Pade approximation. ...
Some statistical and numerological musings about the occurrences of dates in the digits of pi ------------------------------------------------------------------------ ---------- *Notebook is attached at the end of this post.* The Pi Day...
Here is an old piece of code from many years ago that does something similar: circlesOnCircles[?_, ?_, ?_, iter_] := Module[{C, ?, cp, \[ScriptD], ?, ?}, C[?[mp_, r_, {?_, ?_}, -1, i_]] := (cp = mp + r (\[ScriptD] = {Cos[?],...
You can also try this:[mcode]\[Rho]M[t_] = Table[\[Rho][i, j][t], {i, 2}, {j, 2}] H = PauliMatrix[1] sol1 = DSolve[{I \[HBar] \[Rho]M'[t] == H.\[Rho]M[t] - \[Rho]M[t].H, \[Rho]M[0] == Table[\[Rho]0[i, j], {i, 2}, {j, 2}]},...