[a / b / c / d / e / f / g / gif / h / hr / k / m / o / p / r / s / t / u / v / vg / vm / vmg / vr / vrpg / vst / w / wg] [i / ic] [r9k / s4s / vip / qa] [cm / hm / lgbt / y] [3 / aco / adv / an / bant / biz / cgl / ck / co / diy / fa / fit / gd / hc / his / int / jp / lit / mlp / mu / n / news / out / po / pol / pw / qst / sci / soc / sp / tg / toy / trv / tv / vp / vt / wsg / wsr / x / xs] [Settings] [Search] [Mobile] [Home]
Board
▼ Settings Mobile Home
/sci/ - Science & Math
Return Catalog Bottom Refresh
Name
Options
Comment
Verification
4chan Pass users can bypass this verification. [Learn More] [Login]
File
  • Please read the Rules and FAQ before posting.
  • Additional supported file types are: PDF
  • Use with [math] tags for inline and [eqn] tags for block equations.
  • Right-click equations to view the source.
08/21/20New boards added: /vrpg/, /vmg/, /vst/ and /vm/
05/04/17New trial board added: /bant/ - International/Random
10/04/16New board for 4chan Pass users: /vip/ - Very Important Posts
[Hide] [Show All]
[Advertise on 4chan]
[Return] [Catalog] [Bottom]
Anonymous
What is an "equivariant" homot(...) 11/19/24(Tue)16:05:38 No.16483217
File: equivariance.png (743 KB, 1683x2167)
743 KB
743 KB PNG
What is an "equivariant" homotopy w.r.t. deck transformations? Anonymous 11/19/24(Tue)16:05:38 No.16483217
picrel, question in LaTeX.

[1]: http://euclid.nmu.edu/~joshthom/Teaching/MA589/farbmarg.pdf
[2]: https://en.wikipedia.org/wiki/Equivariant_map#Formalization
[3]: https://en.wikipedia.org/wiki/Group_action#Definition
>>
Anonymous
11/19/24(Tue)16:15:31 No.16483271
Anonymous 11/19/24(Tue)16:15:31 No.16483271
Come on 4chan
>>
Anonymous
11/20/24(Wed)16:37:32 No.16487016
Anonymous 11/20/24(Wed)16:37:32 No.16487016
>>16483217
Ask Weidmann
>>
Anonymous
11/20/24(Wed)17:42:03 No.16487126
Anonymous 11/20/24(Wed)17:42:03 No.16487126
>according to Wikipedia…
Nigga
[Return] [Catalog] [Top]
Post a Reply
Return Catalog Top Refresh
[Advertise on 4chan]
Delete Post: [File Only] Style:
[Disable Mobile View / Use Desktop Site]

[Enable Mobile View / Use Mobile Site]

All trademarks and copyrights on this page are owned by their respective parties. Images uploaded are the responsibility of the Poster. Comments are owned by the Poster.