May 2000 Archives by thread

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Starting: Mon May 1 10:59:21 EDT 2000
Ending: Wed May 31 19:13:14 EDT 2000
Messages: 88

FOM: Interesting, but informal, Talk by Gregory Chaitin Steve Stevenson
FOM: Does Mathematics Need New Axioms? Harvey Friedman
- FOM: Does Mathematics Need New Axioms? Harvey Friedman
- FOM: Does Mathematics Need New Axioms? John Steel
  - FOM: Does Mathematics Need New Axioms? Harvey Friedman
    - FOM: Does Mathematics Need New Axioms? Harvey Friedman
- FOM: Does Mathematics Need New Axioms? Harvey Friedman
  - FOM: Does Mathematics Need New Axioms? John Steel
    - FOM: Does Mathematics Need New Axioms? Stephen G Simpson
    - FOM: Does Mathematics Need New Axioms? John Steel
    - FOM: Does Mathematics Need New Axioms? Stephen G Simpson
    - FOM: Does Mathematics Need New Axioms? John Steel
    - FOM: Does Mathematics Need New Axioms? Stephen G Simpson
    - FOM: Does Mathematics Need New Axioms? John Steel
    - FOM: Does Mathematics Need New Axioms? Stephen G Simpson
    - FOM: Does Mathematics Need New Axioms? V. Sazonov
    - FOM: Does Mathematics Need New Axioms? Harvey Friedman
  - FOM: V=L vs. PD John Steel
  - FOM: Does Mathematics Need New Axioms? Penelope Maddy
    - FOM: Does Mathematics Need New Axioms? Harvey Friedman
  - FOM: Does Mathematics Need New Axioms? Harvey Friedman
FOM: Correct to URLs Steve Stevenson
FOM: Chaitin's CMU talk Neil Tennant
FOM: Some Old philosophical questions Mohammad Sal Moslehian
FOM: constructive platitudes Peter Schuster
- FOM: constructive platitudes kosta.simopoulos at utoronto.ca
FOM: Re: GCH for some cardinal nos. Jan Mycielski
FOM: reality Kanovei
FOM: reality Soren Moller Riis
FOM: Godel on Reality Soren Moller Riis
- FOM: Godel on Reality Charles Parsons
FOM: reality as g.c.d.? Peter Schuster
FOM: remarks on FOM procedures Stephen G Simpson
- FOM: remarks on FOM procedures Stephen G Simpson
FOM: Large Cardinals Axioms Arnon Avron
- FOM: Large Cardinals Axioms Harvey Friedman
FOM: Does Mathematics Need New Axioms? Kanovei
FOM: Large Cardinals Axioms JoeShipman at aol.com
FOM: history of AC Martin Davis
- FOM: history of AC Arnon Avron
  - FOM: Peano and AC Walter Felscher
FOM: Do we need new axioms? Robert Swartz
FOM: Re: V=L vs. PD Harvey Friedman
FOM: the "normal" mathematician (reply to Friedman) Martin Davis
- FOM: the "normal" mathematician (reply to Friedman) Harvey Friedman
FOM: Re: V=L vs. PD John Steel
- FOM: Re: V=L vs. PD Neil Tennant
- FOM: Re: V=L vs. PD Harvey Friedman
  - FOM: Re: V=L vs. PD John Steel
FOM: V=L Conjecture Harvey Friedman
FOM: Re: V=L Conjecture Martin Davis
FOM: 87:Programs in Naturalism Harvey Friedman
FOM: Re: V=L Conjecture Harvey Friedman
FOM: instrumentalist dodge Penelope Maddy
FOM: Information Robert Swartz
FOM: ZFC+MC vs ZFC+Con(ZFC+MC) Joe Shipman
FOM: Russell paradox for naive category theory Stephen G Simpson
- FOM: Russell paradox for naive category theory Stephen G Simpson
FOM: Re: 87:Programs in Naturalism Penelope Maddy
FOM: new book announcement, from Walter Felscher Stephen G Simpson
FOM: CONFERENCE Juliette Kennedy
FOM: Does Mathematics Need New Axioms? Matthew Frank
- FOM: Does Mathematics Need New Axioms? (response to Matthew Frank) Stephen G Simpson
  - FOM: Does Mathematics Need New Axioms? (response to Matthew Frank) V. Sazonov
FOM: Algebraic justification John Baldwin
FOM: distributive law Michael Detlefsen
FOM: distributive law Thomas Forster
FOM: Re: Does Mathematics Need New Axioms? (response to Matthew Frank) Matthew Frank
FOM: constructive mathematics Matthew Frank
- FOM: constructive mathematics Steve Stevenson
FOM: Re: constructive mathematics Ayan Mahalanobis
FOM: Re: constructive mathematics Jeffrey Ketland
- FOM: Re: constructive mathematics Fred Richman
- FOM: Re: constructive mathematics V. Sazonov
FOM: Re: constructive mathematics Ayan Mahalanobis
- FOM: human well-being; constructivism; anti-foundation Stephen G Simpson
FOM: constructive mathematics Matthew Frank
- FOM: formalism Robert Black
  - FOM: formalism Matthew Frank
FOM: Re: constructive mathematics Wim van Gessel
No subject Allen Hazen
FOM: Formalisms Allen Hazen
FOM: Subjectivism and the computer? Steve Stevenson
FOM: Clay Mathematics Institute $1,000,000 Prize problems Joe Shipman
FOM: Regarding the Clay Prizes John Sadowsky
FOM: philosophical viewpoints holmes at catseye.idbsu.edu
FOM: constructive mathematics Charles Stewart
FOM: Non-Well-Founded Sets Allen Hazen

Last message date: Wed May 31 19:13:14 EDT 2000
Archived on: Fri Mar 11 12:48:55 EDT 2005

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