Can Algebraic Geometry solve all of them?

can Algebraic Geometry solve all of them?

Other urls found in this thread:

vixra.org/abs/1703.0073
en.wikipedia.org/wiki/Ricci_flow
mathoverflow.net/questions/89748/what-prerequisites-do-i-need-to-read-the-book-ricci-flow-and-the-poincare-conjec
people.dm.unipi.it/martelli/Geometric_topology.pdf
terrytao.wordpress.com/category/teaching/285g-poincare-conjecture/
claymath.org/library/monographs/cmim03.pdf
maths.ed.ac.uk/~aar/papers/kosinski.pdf
twitter.com/SFWRedditImages

So far AG is 0/1 on solving millennium prize problems.

if you solve P=NP with alg geo i might actually suck your dick in real life and i know at least three other tenured faculty who would do the same

No

no current math can solve them. You'd have to invent a whole new branch of mathematics to solve any of these problems, that's the whole point...

I don't think so

Perelman solved with PDEs and I used hyperreal numbers [math]^\star\mathbb{R}[/math]to (hopefully) disprove the Riemann hypothesis. PDEs and hyperreals have been around for a long time.

>On The Riemann Zeta Function
>vixra.org/abs/1703.0073

>muh schemes
>muh sheaves
>muh varieties
>solving anything
Remember when geometry was about homologies/homotopies and metrics? Fucking millennials ruining math.

> Muh motive

>muh metric theory
kys :^)