Here's one more animated tiling for now. It's much simpler mathematically than grand tours through the Laves tilings, but despite that (or because of it?), I find it to be more elegant. I imagine I'll write up a blog post about these in the next month or two.pic.twitter.com/Z2ilIneGmo
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Replying to @cs_kaplan
would you be willing to share the code for the Vertex set for the Laves tour? I want to see how the associated theta series changes (on upper half plane/unit disc)
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Replying to @graveolens
I could try? We'd have to figure out a convenient form in which to transmit it -- the animator code wouldn't be a good choice, but maybe a standalone program based on the Tactile library...
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Replying to @cs_kaplan @graveolens
You might want to try visualizing the theta series using
@nschloe's tool here: https://github.com/nschloe/cplot Speaking of tilings (& almost completely off topic) do any of you have any suggestion on what bloody keyphrase I have to search for to find research into this trapezoid tiling?pic.twitter.com/Fp4QfDzNW0
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for the most part, I tend to start with my cuda stack, for speed.
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Well, I only suggested it as the coloring method used by cplot is rather very unique & likely provides much better insight than typical complex function visualization methods, which seem more for show than actually useful, due to ignoring perceptual uniformity (The "JET" problem)
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fair enough (mostly I want to get these things under a gis system) for excessive wackiness one could use the tiling itself as means of choosing/tempering hue functions for the theta series
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