From: Michael MAKKAI <makkai@math.mcgill.ca>
To: Apostolos Syropoulos <apostolo@obelix.ee.duth.gr>
Cc: categories@mta.ca
Subject: Re: Multicategories
Date: Tue, 12 May 1998 15:40:16 -0400 (EDT) [thread overview]
Message-ID: <Pine.SGI.3.95.980512153532.12181A-100000@scylla.math.mcgill.ca> (raw)
In-Reply-To: <3554299D.CE113D0B@obelix.ee.duth.gr>
On Sat, 9 May 1998, Apostolos Syropoulos wrote:
> Dear Category Theorists,
>
> I am currently studying a paper on logic and the author employs
> category theory in his work. However, he is using
> "multicategories" which is something I hear for the first time.
> Unfortunately my knowledge of CT isn't that deep and so
> if someone could suggest me papers/books that provide
> a definition of this term, I would be really grateful to him/her!
>
> Yours Sincerely,
>
> A. S.
>
> --
> ****************************************************************
> *Apostolos Syropoulos *
> *snail mail: 366, 28th October Str., GR-671 00 Xanthi, HELLAS *
> *email : apostolo@obelix.ee.duth.gr *
> *phone num.: +-30-(0)541-28704 *
> *home page : http://obelix.ee.duth.gr/+AH4-apostolo *
> ****************************************************************
>
>
>
Here are two references to multicategories, both by Joachim Lambek:
"Deductive systems and categories II", Springer Lecture Notes in
Mathematics. no.86, pp. 76-122 (1969)
"Multicategories revisited", In: Categories in Computer Science
and Logic, Proceedings, Boulder 1987; Contemporary Math 92, AMS; pp.
217-240 (1989).
Michael Makkai
prev parent reply other threads:[~1998-05-12 19:40 UTC|newest]
Thread overview: 2+ messages / expand[flat|nested] mbox.gz Atom feed top
1998-05-09 10:02 Multicategories Apostolos Syropoulos
1998-05-12 19:40 ` Michael MAKKAI [this message]
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