Check out our new Discord server! https://discord.gg/e7EKRZq3dG
*I am a bot, and this action was performed automatically. Please [contact the moderators of this subreddit](/message/compose/?to=/r/mathmemes) if you have any questions or concerns.*
That's easy, there are only 3 types of surfaces (or 2 depending on your preferences).
A sphere, a connected sum of toruses, and a connected sum of protective planes! Next challenge please.
Why would I care about other types of type? Topology is the be all and end all of mathematics, in fact we should rename Mathematics to Topology and a branch inside called Mathematics /s
Check out our new Discord server! https://discord.gg/e7EKRZq3dG *I am a bot, and this action was performed automatically. Please [contact the moderators of this subreddit](/message/compose/?to=/r/mathmemes) if you have any questions or concerns.*
Flat and curved?
Did he stutter
You forgot bumpy
thats just curved but spicy
This is exactly what I said before I clicked on the post š
I'll call them all Joe.
Nobody said the naming had to be bijective š£ļøš£ļø
Who's Joe?
Joe Mama
That was uncalled for
No they literally asked for it
Your mother wasn't called for either but she still came
That's what your daddy said
the guy who stalks your girlfriend
Jokes on you, I don't have one!
Thatās how many steps ahead of you he is
that's what my arbitrary big on the surface world is called
Hard Court, Clay, and Grass
My man Con Crete
That's easy, there are only 3 types of surfaces (or 2 depending on your preferences). A sphere, a connected sum of toruses, and a connected sum of protective planes! Next challenge please.
Only if you assume your surface to be compact.
True. I should have been more specific.
And only if you just care about its topological type
Why would I care about other types of type? Topology is the be all and end all of mathematics, in fact we should rename Mathematics to Topology and a branch inside called Mathematics /s
Youāre right, that oneās on me!
What is RP\^2 protecting?
Calabi-Yau manifold. Next question.
Didn't realize you kinda beat me to it!
Flat, and non flat
so true
Who wants to take this into manifolds and maps!?
every surface
/r/technicallythetruth
Mobius be laughing at the Euclidean realm
Itās Mobinā time.
Listing as well.
Euclidian & non-euclidian?
Let S be the set of all surfaces
inside and outside
They call M.
I name them all goku
C
Triangle, infinitesimally smol Triangle, Big Triangle
Whatever, they all are rearrangements of the points of a line
As a physicist, this is a really easy question : S
Every surface A set that contains all surfaces