For a nice enough scheme, [math]X \to \operatorname{Spec} \mathbb{C}[/math], [math]{\operatorname{Coh} \left( X \right)}[/math] has a nice stacky structure.
Can this stacky structure be "lifted" to the cochain category [math]{\operatorname{Ch} ^ \bullet }\left( {\operatorname{Coh} \left( X \right)} \right)[/math]?
whats the formula for alll that
Heres one 6+9-21x44+17+2=?
Just fucking with you /sci/ feel free to answer it anyway if you're bored lol
>>8623131
-890
>>8623141
Hahahahaa that didn't take long!
Lois boobs for you Anon! Cheers, for being a sport.
I'll be leaving now, I obviously don't belong here.
>>8623099
what's the best way to go from basic calc knowledge straight into solving ODE's
>>8623099
Uhhhh....is this gonna be on the test?
>>8623099
admirable but this is probably one of the worst places to ask anything about stacks/least likely to get someone who knows enough about them to answer questions
Any topologists in? Got a question on some low dimensional stuff.
>>8623155
just do it. if you know what a derivative and integral are, you should be able to read pretty much any introductory book on ODEs.
>>8624830
dont ask to ask brainlet, just ask
>>8624951
Trying to classify links in S3 up to framed cobordism.
The case where you're working with unlinked components is easy, but when they're possibly linked I'm not sure if I can apply the same ideas.