Ranking Every Math Field

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Chapters:
0:00 Intro
0:48 Ranking
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the buildup lore drop on the insane story of galois theory just for it to be thrown into d tier oh my god

AZALI
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You've pissed off all the math nerds with this one.

joshgarcia
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Imagine being Galois looking down at his life work being D tier, only to watch a picture of a hippo being S tier

ARKIZZLA
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You baited me HARD putting set theory in the bottom tier

ShrekOgrestone
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Bro anyone who studies math at grad level or above will be so annoyed with this video lol. The lack of knowledge

ClumpypooCP
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"Partial Differential Equations in Physics" by Arnold Sommerfeld is based on his lectures on Theoretical Physics. It, like other volumes in the series, illustrates the thought-processes of a truly great mind; he was one of the strong bridges between Classical and Quantum Mechanics.

douglasstrother
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His lack of knowledge makes me realise that “the unqualified tutor” wasn’t a joke.

MsSlash
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Putting Galois theory in D is just ignorance

Wulfhartus
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functional analysis in C is crazy work

quite
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Why are you doing a ranking when you have no proper exposure to any of the topics except calculus?

M_______._
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“Omg touch grass D” I almost died 💀 it’s actually useful bro 💀

Nino
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Watching this is my break from studying math

DiscDoctore
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"Mathematics is difficult, even for mathematicians." ~ Reinhold Böhme, quoted in Appendix A of "Vector Calculus" (2nd Edition) by Marsden & Tromba.

douglasstrother
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When I'm in a shitty opinion competition and this mf is my opponent.

gdsfish
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Im not sure whats more hilarious, this video or the people commenting how mad they are lol

mrsquiggles
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Next year you will be an economics major

PelosiStockPortfolio
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"just started elementary abstract algebra" but u have an opinion on galois theory?

harrydiv
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lol he knows more than 95% of people yes, but yet knows less than 5% of what a typical mathematician knows

somcho
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"Applied Complex Variables" by John W. Dettman (Dover Publishers) is a great read ("The Math Sorcerer" has a video on it.): the first part covers the geometry/topology of the complex plane from a Mathematician's perspective, and the second part covers application of complex analysis to differential equations and integral transformations, etc. from a Physicist's perspective. I've used Smith Charts (RF/microwave engineering) for years, but learned from Dettman that the "Smith Chart" is an instance of a Möbius Transformation.

For practical reasons, a typical "Math Methods for Physics & Engineering" course introduces the Cauchy-Riemann Conditions, Conformal Mapping, Contour Integrals and applications of the Residue Theorem, but has to omit a lot interesting details.

The Schaum's Outline on "Complex Variables" is a great companion book for more problems/solutions and content.

douglasstrother
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Complex Analysis is absolutely S-Tier. Cauchy’s Integral Formula is lovely.

IntergalacticMath