What area of pure math is the most autistic, and what is the least?

What area of pure math is the most autistic, and what is the least?

bump.

>he thinks mathematics isn't all one and the same
kys

>least
most applied fields (finance, physics, etc.)
>most
foundations of mathematics (set theory, logic, computability theory etc.)
t. virgin math major whose interests lie in mathematical logic

>least
most applied fields
Obviously, why I said pure in the OP. Can autism levels even be distinguished by field in pure math?
Is something like functional analysis, algebraic topology or ergodic theory less autistic than logic?

Same here, bruv. What have you been reading?

>most autistic
pure category theory

>least autistic
Combinatorics/graph theory

This whole thread gives me a case of the bilby's

From a guy doing pure math, the stuff in your pic are:

Not autistic:
Mathematical Finance, Optimization, Dynamical Systems

Kinda autistic:
Combinatorics, Functional Analysis, Probability, Differential Geometry, PDEs

Legitimately Autistic:
Group theory, Complex Analysis, Number Theory, Algebraic Topology

Turbo-autistic:
Algebraic Geometry, Commutative Algebra

Next-level autistic:
Category theory, Logic

So basically, the more abstract, the less you can impress chicks with it.

Heavily this

(Third still.) Logic and set theory are the only areas of math that excite me. It's just so incredible to think about the foundational crisis, completeness and incompleteness, inaccessible cardinals and consistency, nonstandard models, independence... it's a non-stop thrill ride.

>tfw PDEs
whew

Aren't there some algebraic fields that have applications in science?

Aren't*

It's not really the abstraction that matters, it's how high the entry barrier is. Rigorous probability is quite abstract but not a very autismo subfield.

Combinatorics and PDEs are problem-based so you can start working reasonably quickly if you're clever enough.
Analysis and geometry require a decently long training period to become proficient.
Algebraic geometry requires you to read a large bookshelf worth of foundational material before you can say anything an expert might find interesting.

The more time you're willing to invest in doing abstract, difficult puzzles, the more likely it is you're a huge nerd.

who else mathematical finance here?

Get out jew.

Least: linear algebra
Most: category theory

why is complex analysis autistic? isn't autism related to the level of difficulty or ridiculousness of a field?

Can someone please explain these? I've seen this posted a few times now.

math finance reporting in

me, in undergrad still...

linear algebra is heavily applicable to all of physics

And computation, and engineering and....
but nice, most people talking about algebra don't include linear ALGEBRA for whatever reason

What is MLTT?

>>least autistic
>Combinatorics/graph theory
Yeah sure.

>commutative algebra
>field guide

subtle

Martin-Löf type theory

group theory also has a bunch of applications.