January 1999 Archives by author
Starting: Mon Jan 4 15:46:23 EDT 1999
Ending: Sun Jan 31 22:52:48 EDT 1999
Messages: 48
- FOM: certainty
Arnon Avron
- FOM: Biographical information about logicians
Julio Gonzalez Cabillon
- FOM: As to a "naivete" of G.Cantor's set theory
Martin Davis
- FOM: math certainty, reflection principles, etc.
Michael Detlefsen
- FOM: As to a "naivete" of G.Cantor's set theory
Thomas Forster
- FOM: 26:Optimized Functions/Large Cardinals
Harvey Friedman
- FOM: 27:Finite Trees/Predicativity:Sketches
Harvey Friedman
- FOM: 28:Optimized Functions/Large Cardinals:More
Harvey Friedman
- FOM: 28':Restatement
Harvey Friedman
- FOM: 28':Restatement
Harvey Friedman
- FOM: accidental duplication
Harvey Friedman
- FOM: Axiomatization of geometry
Harvey Friedman
- FOM: More Axiomatization of Geometry
Harvey Friedman
- FOM: reflection principles and the truth-predicate
Volker Halbach
- FOM: truth predicates, predicativity and reflection
Volker Halbach
- FOM: deflationism and truth
Volker Halbach
- FOM: As to a "naivete" of G.Cantor's set theory
Kanovei
- FOM: Models of ZFC
Mathias
- FOM: certainty
F. Xavier Noria
- FOM: As to a "naivete" of G.Cantor's set theory
F. Xavier Noria
- FOM: As to a "naivete" of G.Cantor's set theory
Charles Parsons
- FOM: Re: As to a "naivete" of G.Cantor's set theory
Karlis Podnieks
- FOM: certainty; reply to Noria, Vorobey, Trybulec
Vladimir Sazonov
- FOM: certainty; discussion with Reuben Hersh
Vladimir Sazonov
- FOM: certainty
Vladimir Sazonov
- FOM: Biographical information about logicians
V. Yu. Shavrukov
- FOM: Re: your mail
Joe Shipman
- FOM: Models of ZFC
Joe Shipman
- FOM: Models of ZFC, truth predicates, reflection
Joe Shipman
- FOM: Re: infallibility and inexpressibility
Joe Shipman
- FOM: Large but weak
Joe Shipman
- FOM: Infallible and eligible cardinals
Joe Shipman
- FOM: As to a "naivete" of G.Cantor's set theory
Charles Silver
- FOM: truth predicates and reflection
Stephen G Simpson
- FOM: Models of ZFC
Stephen G Simpson
- FOM: Models of ZFC
Werner Struckmann
- FOM: reflection principles and the truth-predicate
Neil Tennant
- FOM: more on reflection, prosentences etc.
Neil Tennant
- FOM: infallibility and inexpressibility
Neil Tennant
- FOM: Re: infallibility and inexpressibility
Neil Tennant
- FOM: certainty; reply to Noria, Vorobey, Trybulec
Andrzej Trybulec
- FOM: certainty; reply to Noria, Vorobey, Trybulec
Anatoly Vorobey
- FOM: Complete Solution of Continuum Problem - the First Hilbert Problem
Alexander Zenkin
- FOM: As to a "naivete" of G.Cantor's set theory
Alexander Zenkin
- FOM: Wheter G.Cantor's set theory is naive?
Alexander Zenkin
- FOM: Biographical information about logicians
arf at inxsnet.com
- FOM: Computability Timeline Poster
arf at inxsnet.com
- FOM: infallible cardinals
john l. bell
Last message date:
Sun Jan 31 22:52:48 EDT 1999
Archived on: Fri Mar 11 12:48:21 EDT 2005
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