September 2013 Archives by date
Starting: Sun Sep 1 13:05:05 EDT 2013
Ending: Sun Sep 29 15:53:29 EDT 2013
Messages: 79
- [FOM] Relevance Logic and Tennant
Charlie
- [FOM] Misuse of standard terminology
Harvey Friedman
- [FOM] 'Proof', Berne, Switzerland, 9-13 September 2013
Peter Schuster
- [FOM] First Order Logic
Stephen G Simpson
- [FOM] First Order Logic
Charlie
- [FOM] First Order Logic
Joe Shipman
- [FOM] Teach Yourself Logic -- Updated version of the Study Guide
Peter Smith
- [FOM] What is second order ZFC?
MartDowd at aol.com
- [FOM] A confession
T.Forster at dpmms.cam.ac.uk
- [FOM] First Order Logic
Carl Mummert
- [FOM] First Order Logic
Colin McLarty
- [FOM] First Order Logic
Cris Perdue
- [FOM] uniqueness of FOL
meskew at math.uci.edu
- [FOM] Paraconsistency Kolkata 2014 / Extended Deadline is Sept 15
jean-yves beziau
- [FOM] What is second order ZFC?
Cole Leahy
- [FOM] Relevance Logic and Tennant
Edwin Mares
- [FOM] What is second order ZFC?
Harry Deutsch
- [FOM] uniqueness of FOL
Noah David Schweber
- [FOM] What is second order ZFC?
jkennedy at mappi.helsinki.fi
- [FOM] A confession
Colin McLarty
- [FOM] The wider implications of incompleteness
Paul Budnik
- [FOM] First Order Logic
Arnon Avron
- [FOM] First Order Logic
Richard Heck
- [FOM] First Order Logic
MartDowd at aol.com
- [FOM] First, second order theories, second order characterizations
Harvey Friedman
- [FOM] First Order Logic
Panu Raatikainen
- [FOM] First, second order theories, second order characterizations
Joe Shipman
- [FOM] First, second order theories, second order characterizations
Harry Deutsch
- [FOM] First Order Logic
Charlie
- [FOM] uniqueness of FOL
Charlie
- [FOM] First, second order theories, second order characterizations
Alasdair Urquhart
- [FOM] uniqueness of FOL
Noah David Schweber
- [FOM] First Order Logic
Alexandre Rademaker
- [FOM] First Order Logic
Richard Heck
- [FOM] First Order Logic
Harvey Friedman
- [FOM] The basics of Core Logic
Neil Tennant
- [FOM] What is second order ZFC?
Harvey Friedman
- [FOM] What is second order ZFC?
Richard Heck
- [FOM] What is second order ZFC?
Colin McLarty
- [FOM] What is second order ZFC?
Richard Heck
- [FOM] What is second order ZFC?
Harvey Friedman
- [FOM] APMP 2013 program
Andrew Arana
- [FOM] Second order ZFC
Harry Deutsch
- [FOM] apology from the moderator
Martin Davis
- [FOM] Second order ZFC
Robert Solovay
- [FOM] Inconsistent Systems
Harvey Friedman
- [FOM] Inconsistent Systems
Rob Arthan
- [FOM] Inconsistent Systems
Arnon Avron
- [FOM] Relevance Logic and Tennant
Arnon Avron
- [FOM] Inconsistent Systems
Joao Marcos
- [FOM] Inconsistent Systems
Alan Weir
- [FOM] What is Second-Order ZFC
Alan Weir
- [FOM] Final Call for Workshop Proposals
Georg Moser
- [FOM] Certificates are Fully Practical
Harvey Friedman
- [FOM] Inconsistent Systems
Harvey Friedman
- [FOM] "feasible" proofs
Arnon Avron
- [FOM] First, second order theories, second order characterizations
Cris Perdue
- [FOM] Call for submissions: LMCS special following CCA 2013
Vasco Brattka
- [FOM] Conference Announcement: Konstanz-Naples Model Theory Days
Merlin Carl
- [FOM] Inconsistensy, contrasistency, contradicion and complementarity
Frode Bjørdal
- [FOM] Ranking of Logic Journals
jean-yves beziau
- [FOM] Job Announcement
Steve Awodey
- [FOM] Certificates are Fully Practical
Alan Weir
- [FOM] Fifth French Philosophy of Mathematics Workshop
Mark van Atten
- [FOM] Certificates are Fully Practical
Timothy Y. Chow
- [FOM] The Australasian Journal of Logic
Edwin Mares
- [FOM] I-Sigma_1
MartDowd at aol.com
- [FOM] Certificates are Fully Practical
Timothy Y. Chow
- [FOM] DLMPS conference support
Peter Schroeder-Heister
- [FOM] moderator has been ill
Martin Davis
- [FOM] Logic and Philosophy of Science Seminars, University of Palermo, Italy
iao271055 at libero.it
- [FOM] Certificates are fully practical
Alan Weir
- [FOM] Certificates are fully practical
Arnold Neumaier
- [FOM] Certificates are fully practical
Timothy Y. Chow
- [FOM] Certificates are fully practical
Nik Weaver
- [FOM] Certificates are fully practical
Harvey Friedman
- [FOM] Certificates are fully practical
Richard Heck
- [FOM] Certificates are fully practical
Timothy Y. Chow
- [FOM] Certificates are fully practical
Alan Weir
Last message date:
Sun Sep 29 15:53:29 EDT 2013
Archived on: Mon Sep 30 23:28:36 EDT 2013
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