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From: Michael Batanin <mbatanin@ics.mq.edu.au>
To: Andre Joyal <joyal.andre@uqam.ca>
Subject: Re: bilax monoidal functors
Date: Sun, 09 May 2010 09:11:24 +1000	[thread overview]
Message-ID: <E1OBEDT-0000fS-HG@mailserv.mta.ca> (raw)
In-Reply-To: <E1OAsPf-0001X6-Q2@mailserv.mta.ca>

Dear John and Andre,

I am using a mixture of your terminologies:
   monoidal = 1-braided
   braided = 2-braided
   sylleptic = 3-braided
......

In this way the numbers in stabilization hypothesis are standarts.
Another advantage, at least for me, is the connection to n-operads.
n-braided higher category is an algebra of an n-braided operad , which 
is a special sort of an n-operad. It is convenient in the
proof of stabilisation hypothesis.

What do you think about this version?

Michael.



[For admin and other information see: http://www.mta.ca/~cat-dist/ ]


  reply	other threads:[~2010-05-08 23:11 UTC|newest]

Thread overview: 18+ messages / expand[flat|nested]  mbox.gz  Atom feed  top
2010-05-07 18:03 John Baez
2010-05-08  2:23 ` Andre Joyal
2010-05-08 23:11   ` Michael Batanin [this message]
2010-05-10 16:12     ` Toby Bartels
     [not found]   ` <4BE5EF9C.1060907@ics.mq.edu.au>
2010-05-08 23:34     ` John Baez
2010-05-08  9:38 ` Steve Lack
     [not found] ` <C80B6E26.B13C%s.lack@uws.edu.au>
2010-05-08 23:19   ` John Baez
  -- strict thread matches above, loose matches on Subject: below --
2010-05-15 16:23 bilax_monoidal_functors Jeff Egger
2010-05-11  8:28 bilax_monoidal_functors?= Michael Batanin
2010-05-15 16:54 ` bilax_monoidal_functors Jeff Egger
2010-05-11  1:04 bilax_monoidal_functors Fred E.J. Linton
2010-05-09 16:26 bilax_monoidal_functors?= Andre Joyal
2010-05-10 19:28 ` bilax_monoidal_functors Jeff Egger
2010-05-13 17:17   ` bilax_monoidal_functors Michael Shulman
2010-05-15  1:05     ` bilax_monoidal_functors Andre Joyal
2010-05-08  3:27 RE : bilax monoidal functors John Baez
2010-05-10 10:28 ` Urs Schreiber
2010-05-11  3:17   ` bilax_monoidal_functors Andre Joyal
2010-05-14 14:34 ` bilax_monoidal_functors Michael Shulman
2010-05-08  1:05 bilax monoidal functors David Yetter
2010-05-06 23:02 Q. about " Steve Lack
2010-05-07 14:59 ` bilax " Joyal, André

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