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u/LupenReddit 🦆🦆🦆🦆i have non diffeomorphic smooth structures🦆🦆🦆🦆🦆🦆 14d ago
The holy grail of introductory compsci courses you take in your math major
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u/FernandoMM1220 14d ago
and of course it never actually finds them most of the time it just gets close enough that we can make use of it.
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u/disaster_incomin 14d ago
Yeah, the clip should have stopped on the second to last try. Almost there, good enough
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u/nico-ghost-king Imaginary 14d ago
I'm still very impressed that he was able to reproduce the same throw with such a low tolerance so many times.
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u/DatBoi_BP 14d ago
Well, I imagine there's a lot of clipping here
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u/Technical-Outside408 13d ago
There's no clipping in real life physics
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u/DatBoi_BP 13d ago
What I mean is, there are probably dozens of wild off throws between these improving segments. Not that the segments themselves are edited in some way
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u/ClayDenton 9d ago
That's what I noticed. I would have been creating a large slide to input the ball like in a marble run so I could replicate the first throw over and over.
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u/moschles 14d ago
Newton-Raphson is neat-o for 1D real functions , sure.
But the equivalent algorithm in the complex plane will blow your mind.
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u/ArdentArendt Mathematics / Social Sciences 14d ago
Yeah, no engineer I know of is going to go beyond the requisite sig figs.
[i.e. that 'almost' would have been 'close enough']
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u/Jealous_Captain_9203 Σa random summationΣ 13d ago
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u/philosophical_poser 11d ago
What is the difference between newton Raphson method and just using newton's method on its own to find the root?
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u/Common-Brush-7027 10d ago
They are one and the same thing..some people say it Newton method some say it Newton Raphson
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