* alg-geom daily 9708010 received (over 1354 served) 976
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Date: Fri, 8 Aug 1997 08:27:18 -0400 (EDT)
From: James Stasheff <jds@math.upenn.edu>
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Subject: alg-geom daily 9708010 received (over 1354 served) 976
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Paper: alg-geom/9708010
From: carlos@picard.ups-tlse.fr (Carlos Simpson)
Date: Thu, 7 Aug 1997 16:31:55 +0000 (59kb)
Title: Limits in $n$-categories
Author: Carlos Simpson (CNRS, Universit\'e Paul Sabatier, Toulouse, France)
Notes: Approximately 90 pages
\\
We define notions of direct and inverse limits in an $n$-category. We prove
that the $n+1$-category $nCAT'$ of fibrant $n$-categories admits direct and
inverse limits. At the end we speculate (without proofs) on some applications
of the notion of limit, including homotopy fiber product and homotopy coproduct
for $n$-categories, the notion of $n$-stack, representable functors, and
finally on a somewhat different note, a notion of relative Malcev completion of
the higher homotopy at a representation of the fundamental group.
\\ ( alg-geom/9708010 , 59kb)
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