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/sci/ - Science & Math


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11089614 No.11089614 [Reply] [Original]

Why is group theory so comfy?

>> No.11089617

>>11089614
more like why is group theory so BORING
why have a group when you can have a
>field
>ring
>vector space
>inner product space

>> No.11089623

>>11089614
It's not. Groups are disgusting without a manifold structure, a locally compact topology with Haar measure, or a unitary representation.

>> No.11089632

>>11089617
>>11089623
I'm just an excitable undergrad sorry :c

>> No.11089690

>>11089632
groups are based don't listen to those fags

>> No.11089700

>>11089632
So am I. Are you saying you didn't exhaust your interest in elementary group theory by the end of middle school? What is there to do after the Sylow theorems? Move on to something worthwhile like most high school students (add a topology)

>> No.11089703
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11089703

>>11089614
chemist here. group theory is OURS.

>> No.11089768

>>11089703
True, do a C1 rotation and walk away.

>> No.11089781
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11089781

>>11089623
>the groups he works with don't automatically have such structures assumed onto them
Imagine being a mathtard baby who has to be handheld and told when he can and can't have a topology defined on his set. Looks like physicschad win again.
>NOOOO REE MOMMY NEVER SAID I COULD DEFINE A MANIFOLD STRUCTURE ON SU(2), YOU CAN'T TALK ABOUT PATH CONNECTEDNESS REEE
>DID YOU JUST ASSUME MY TOPOLOGY? WHAT IF MY GROUP IDENTIFIES AS A DISCRETE TOPOLOGICAL SPACE? REEEE
Cope.

>> No.11089810
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11089810

>>11089623
>bring up all this gay hacky geometry shit
>don't bring up galois theory

>> No.11090037

>>11089614
It's because it's reminiscent of a game