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Dimitri Zaganidis's user avatar
Dimitri Zaganidis's user avatar
Dimitri Zaganidis's user avatar
Dimitri Zaganidis
  • Member for 11 years, 9 months
  • Last seen more than 8 years ago
  • Lausanne
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revised
Under which conditions the inclusion of a sub-simplicial set of the nerve of a category is a Joyal equivalence?
added 45 characters in body
comment
Under which conditions the inclusion of a sub-simplicial set of the nerve of a category is a Joyal equivalence?
Oh yes, that's what I meant. Thanks, I will correct.
asked
Under which conditions the inclusion of a sub-simplicial set of the nerve of a category is a Joyal equivalence?
awarded
 Supporter
comment
"Axiom of global choice"
I hope my edit made the ideas I tried to express clearer.
revised
"Axiom of global choice"
added 1770 characters in body; added 15 characters in body
awarded
 Scholar
comment
Is there an analog of adjoint functor theorem for adjunctions of two variables?
I think you mean $A \in \mathscr A$, but anyway, seems good. Thanks for your answer.
accepted
Is there an analog of adjoint functor theorem for adjunctions of two variables?
awarded
 Teacher
awarded
 Student
answered
"Axiom of global choice"
awarded
 Editor
revised
Is there an analog of adjoint functor theorem for adjunctions of two variables?
edited body; edited title
asked
Is there an analog of adjoint functor theorem for adjunctions of two variables?