Presheaves and Sheaves in Category Theory | Wrap it Up!

In this video, I will discuss presheaves and sheaves in the realm of category theory. This also discusses sites, covering families, and matching families.

Notes : None yet

[farissaadat]

I want to dedicate my life trying to decipher whatever was happening at the beginning of this video that made you walk in like that

[MagufoBoy]

a cool and clear explanation, I love it!

[stonechen]

can you talk about how you study/learn?

[willnewman]

I feel like this would seem pretty unmotivated without first knowing about sheaves on topological spaces. When you first learned about categorical presheaves and sheaves, did you already know a lot about sheaves on topological spaces? If not, did it seem unmotivated?

[SteamPunkLV]

you should stream more often (preferably not at 3am European time)

[AlessandroZir]

didn't understand a single thing, but u cute!! ❤️❤️🙏🙌

[timothystudies]

You should prove the big gay lemma, after find non trivial zeros of the mega gay function. Jokes aside, love the video.

[jholotanbest]

I just wanted to understand the basic idea of an sheaf but I guess it is not happening with my high school mathematics.

[evalsoftserver]

hyperbolic math to generate kahler calibu yau manifold n dimensions Topological 2 Spheres folding in lp vector Field tangent space by rotational transformation on lie hermittian algebra matrix forming geomtrization on tangent bundles having a skewed geometric shape with ricci levi metric or measure . this in infact a sheaf for quantum to relativistic transformation were the spin particles momentum generate quasi particles wave duality convert fields vector in case of paramegnism the field vector is bundles or has co sheves inthe electric field vector with interger coefficient changes represent a particle non Conformal field intergration at i/2 interger spin any value less than a half generates local gravitational energy with riemann einstein metric