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seen Feb 21 '13 at 22:09

Feb
20
comment adjunction relation
Ahh..so you use the set A is an 'index set'. Then I get it.
Feb
20
awarded  Commentator
Feb
20
comment adjunction relation
Ok, I'm still a bit confused about your definition of $\otimes$. It seems to be the right adjoint of the hom-set-functor? Does it exist in this general case you describe? Can you give it explicitly?
Feb
17
comment adjunction relation
Thanks! That should do it.
Feb
15
accepted adjunction relation
Feb
15
asked adjunction relation
Jan
23
revised Γ-spaces and operads
edited tags
Jan
23
comment Γ-spaces and operads
I think it was: 'HOMOLOGY OPERATIONS REVISITED' by FIEDOROWICZ and May (www.math.uchicago.edu/~may/PAPERS/39.pdf)
Jan
23
asked Γ-spaces and operads
Jan
18
awarded  Supporter
Jan
18
comment Universal property of functor category
Sorry, I don't get your point.
Jan
18
comment Universal property of functor category
Thanks, do you have any reference on the second theorem?
Jan
18
accepted Universal property of functor category
Jan
18
asked Universal property of functor category
Jan
7
comment Silly question about functors
Thanks for the answer.
Jan
7
comment Silly question about functors
Thanks for the answer.
Jan
7
comment Silly question about functors
Thanks, I'll look it up. It definitively helped me out.
Jan
7
awarded  Scholar
Jan
7
accepted Silly question about functors
Jan
7
awarded  Student