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/sci/ - Science & Math

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>> No.4876803 [View]
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4876803

>>4876790
THIS

>> No.4859559 [View]
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4859559

I have a functor <span class="math">F:A \to B [/spoiler] where <span class="math">A[/spoiler] and <span class="math">B[/spoiler] are groupoids and all connected components of <span class="math">A[/spoiler] are isomorphic.

What is a nice canonical sufficient condition for: The (<span class="math">F[/spoiler]-)images of any component of <span class="math">A[/spoiler] are equal.

Any information surrounding this problem would be great. Thanks!

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