Steven,
I only very quickly scanned the abstract that you linked to, and would
ask: With mereology characterized as a theory of collective sets (in
opposition to the Cantorian notion of set), and with collective sets
defined by means of the "part of" relation, such that mereology can be
described as a theory of this relation; How relevant might Lesniewski's
mereology be to this discussion, along with all of the other logicians
you mention, besides Peirce and Schöder?
Irving
----- Message from ste...@iase.us ---------
Date: Mon, 13 Feb 2012 22:48:23 -0800
From: Steven Ericsson-Zenith <ste...@iase.us>
Reply-To: Steven Ericsson-Zenith <ste...@iase.us>
Subject: Conceptions Of Locality In Logic And Computation, A History
To: PEIRCE-L@LISTSERV.IUPUI.EDU
Dear List,
I am giving a presentation at CiE 2012 in Cambridge (England) in June
that may interest list members:
Conceptions Of Locality In Logic And Computation, A History
http://iase.info/conceptions-of-locality-in-logic-and-computat
Your review welcome.
With respect,
Steven
--
Dr. Steven Ericsson-Zenith
Institute for Advanced Science & Engineering
http://iase.info
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Irving H. Anellis
Visiting Research Associate
Peirce Edition, Institute for American Thought
902 W. New York St.
Indiana University-Purdue University at Indianapolis
Indianapolis, IN 46202-5159
USA
URL: http://www.irvinganellis.info
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