| [04:24] System: D3V
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| [04:24] D3V:
math structure discovery? do tell. |
| [04:41] D3V:
you should make a Youtube channel dedicated to math and science. I'd beat. |
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| [12:09] System: Demosthenes
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| [12:09] Demosthenes:
Make a post, Chruser. In what field of mathematics? |
| [12:15] System: Demosthenes
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| [12:15] System: Demosthenes
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| [12:22] System: Demosthenes
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| [12:38] System: Chruser
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| [12:38] Chruser:
Complex analysis. It's related to the distribution of zeros of certain sequences of polynomials (think Gauss-Lucas). |
| [12:46] Chruser:
The limiting distributions of the zeros are, at least in a number of cases, planar embeddings of trees (in the graph theory sense), whose edges are smooth curves. |
| [12:47] Chruser:
I can't elaborate too much right now, but suffice to say, it's pretty cool. I've seen a few similar trees in zero distributions of eigenpolynomials of differential operators, but I found them in a far more approachable area. |
| [12:52] Chruser:
Unfortunately, describing the structures exactly is pretty challenging... Even for straight lines, things like generalized hypergeometric functions and Meijer G start popping up... |
| [12:56] System: Demosthenes
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| [12:56] Demosthenes:
Cool stuff...I'd be interested to take a look at the paper once it's published. |
| [12:56] Demosthenes:
You a pure math guy? |
| [13:01] Chruser:
Yes, something like that. I'm finishing up my MSc in math at the moment. |
| [13:13] System: Demosthenes
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| [13:21] System: Demosthenes
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| [13:21] Demosthenes:
Gotcha |
| [13:21] Demosthenes:
Well congrats on your publication |
| [13:21] Demosthenes:
Definitely an exciting moment in a young scientist's life. |
| [13:21] Demosthenes:
Is this your first? |
| [13:28] System: Demosthenes
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| [13:52] System: Chruser
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| [13:52] Chruser:
Yes! I don't really consider myself to be a mathematician as much as someone who plays around with Mathematica a lot, but it's pretty exciting anyway. |
| [14:00] System: Chruser
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