the miseducation of MATIOS CHILL

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the miseducation of MATIOS CHILL

the miseducation of MATIOS CHILL

@MatiosTV

BG:@atrinassa TwitterArtDirector JxRConsulting FlatSun Jada💋WGMIdance RadicalCentrist SpacePaladin OCEANTRUTHER Matriot CalTrad MaineFrameworksTwitter DTA

California Katılım Temmuz 2009
4.9K Takip Edilen2.3K Takipçiler
the miseducation of MATIOS CHILL
When Celine Dion said if you forgive me all this and I forgive you all that do you think she was talking about substance
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the miseducation of MATIOS CHILL
I used to think I couldn’t think about 2 things at the same time then I started thinking about scenes and realized oh wow I can think about a lot of things at the exact same time that’s what an image is
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the miseducation of MATIOS CHILL retweetledi
Blockface
Blockface@attractfund1ng·
Change The Ground Change The Figure. - Matiostotle
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little grey mouse 🐭
little grey mouse 🐭@mouse_math·
a 900 page deep dive into the logics used in model theory. even the table of contents is epic in scope, i contented myself with just posting the list of contributors.
little grey mouse 🐭 tweet medialittle grey mouse 🐭 tweet media
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Didier 'Dirac's ghost' Gaulin
Hey! If you ever needed a set of lecture notes on complex analysis, I would highly recommend to you, these from Dan Romik, found over at UC Davis's. In under 130 pages, you get a tour of complex analysis, including chapters on Cauchy's theorem, zeros, poles and the residue theorem, meromorphic functions and the Riemann sphere, Riemann Zeta function and much more.
Didier 'Dirac's ghost' Gaulin tweet media
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Charles Rosenbauer
Charles Rosenbauer@bzogrammer·
Your first death is when you breathe your last breath. Your second death is when someone says your name for the last time. There will someday be a day when someone says "pmarca blocked me again" for the last time.
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The Scientific Lens
The Scientific Lens@LensScientific·
Real mathematics must be justified as art if it can be justified at all. — G.H. Hardy
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Jason J. Bramburger
Jason J. Bramburger@jbramburger7·
New lecture is live! 🔵 Hyperbolic toral automorphisms, aka Anosov systems: linear maps on the torus that are completely explicit, yet genuinely chaotic. See how eigenvalues, periodic points, and invariant structures reveal chaos in full detail. 🎥youtube.com/watch?v=OegBM1…
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