/sci/ - Science & Math

[Anonymous No.7046784]

So I saw this (attached picture) relationship on another thread .

Does anyone else have a similar illustration, which shows the relationship between different branches of maths ?

>Mathematics

[Anonymous No.7046811]

That's the only one I can think of that makes sense. I do have this one, though (I no longer have the full version, but you should be easily able to find it using a quick Google image search).

[Anonymous No.7046822]

Also, you should check out the math atlas website, OP!

[Anonymous No.7046827]

>>7046784
>boolean algebra
>add quantifiers
Autism tingled

[Anonymous No.7046829]

>>7046827
what's wrong with that?
Is this compromised?

[Anonymous No.7046831]

>>7046829
A boolean algebra is a structure, you can't add quantifiers to that. You add quantifiers to the predicate logic which has a boolean algebra as part of its semantics.

[Anonymous No.7046833]

>>7046784

[Anonymous No.7046834]

>>7046831
you add quantifiers, together with predicates, to propositional logic.

[Anonymous No.7046838]

>>7046834
Ok, but you add it to the logic not to the boolean algebra.

[Anonymous No.7046897]

>>7046833
haha, this

[Anonymous No.7047040]

>>7046784
It says to go fro. Semigroups to groups you add inverses but that's wrong you need identity as well.

[Anonymous No.7047177]

>>7046833
hahahaha keked

[Anonymous No.7047182]

fixed that for you

[Anonymous No.7047258]

>>7047182
hah

[Anonymous No.7047931]

The mathematical subject classification basically puts math into four layers:

1. Logic and Combinatorics
2. Topology and Geometry
3. Algebra and Number Theory
4. Analysis and Probability

no picture though

[Anonymous No.7047935]

>>7047931
Where do triple integrals on the barnett identity interval go?