sci.logic

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• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: george
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: george
• Re: Question: Given |X|>0 and |Y|>0, can X x Y be empty?
  • From: Arturo Magidin
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Jesse F. Hughes
• Re: Question: Given |X|>0 and |Y|>0, can X x Y be empty?
  • From: poopdeville
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Jesse F. Hughes
• Question: Given |X|>0 and |Y|>0, can X x Y be empty?
  • From: Scott
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: J. Burse
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: J. Burse
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Scott
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Scott
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: LauLuna
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: george
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: george
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: J. Burse
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: herbzet
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: Conbra
• Re: Godel's Theorem and Model Theory
  • From: poopdeville
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Scott
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Scott
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: george
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Arturo Magidin
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Scott
• Re: Godel's Theorem and Model Theory
  • From: MoeBlee
• Re: Godel's Theorem and Model Theory
  • From: Daryl McCullough
• Re: Godel's Theorem and Model Theory
  • From: george
• Re: Godel's Theorem and Model Theory
  • From: george
• Re: Godel's Theorem and Model Theory
  • From: Daryl McCullough
• Re: Godel's Theorem and Model Theory
  • From: george
• Re: Godel's Theorem and Model Theory
  • From: george
• Re: Godel's Theorem and Model Theory
  • From: LauLuna
• Re: Godel's Theorem and Model Theory
  • From: Newberry
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: J. Burse
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: Conbra
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: herbzet
• Re: symbols for variables?
  • From: LauLuna
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: J. Burse
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: J. Burse
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: Conbra
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: Conbra
• Re: Godel's Theorem and Model Theory
  • From: LauLuna
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: LauLuna
• Re: Godel's Theorem and Model Theory
  • From: herbzet
• Re: Godel's Theorem and Model Theory
  • From: herbzet
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: herbzet
• Re: symbols for variables?
  • From: herbzet
• Re: Godel's Theorem and Model Theory
  • From: Nam D. Nguyen
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: Dan Christensen
• Re: Wittgenstein lived here
  • From: abo
• Wittgenstein lived here
  • From: abo
• Re: Godel's Theorem and Model Theory
  • From: Newberry
• Re: Godel's Theorem and Model Theory
  • From: Newberry
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: J. Burse
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Virgil
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Virgil
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Scott
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: george
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: george
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: george
• Re: Godel's Theorem and Model Theory
  • From: george
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Scott
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: Dan Christensen
• Re: Godel's Theorem and Model Theory
  • From: Daryl McCullough
• Re: Godel's Theorem and Model Theory
  • From: Daryl McCullough
• Re: Godel's Theorem and Model Theory
  • From: Daryl McCullough
• Re: What is meaning of Aristotle proposition "A belongs to all B". Does it equal to A = B?
  • From: Frederick Williams
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Arturo Magidin
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Arturo Magidin
• Re: symbols for variables?
  • From: William Elliot
• Re: Godel's Theorem and Model Theory
  • From: MoeBlee
• Re: Godel's Theorem and Model Theory
  • From: MoeBlee
• Re: Godel's Theorem and Model Theory
  • From: Newberry
• Re: Godel's Theorem and Model Theory
  • From: Newberry
• symbols for variables?
  • From: wordwise
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: Conbra
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Scott
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Scott
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Scott
• Re: Godel's Theorem and Model Theory
  • From: MoeBlee
• Re: Godel's Theorem and Model Theory
  • From: Daryl McCullough
• Re: Godel's Theorem and Model Theory
  • From: george
• Re: Godel's Theorem and Model Theory
  • From: Newberry
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Arturo Magidin
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Arturo Magidin
• Re: The point of ur-elements
  • From: guskz
• Re: The point of ur-elements
  • From: guskz
• Re: your ad:::::::: FREE Satellite TV on your PC - Download Now!
  • From: hueyD
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Scott
• Re: What is meaning of Aristotle proposition "A belongs to all B". Does it equal to A = B?
  • From: Owen
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Owen
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Scott
• Re: Request for information about functions
  • From: Arturo Magidin
• Re: Request for information about functions
  • From: Arturo Magidin
• Re: Request for information about functions
  • From: J. Burse
• Re: Request for information about functions
  • From: J. Burse
• Re: Request for information about functions
  • From: Arturo Magidin
• Re: Godel's Theorem and Model Theory
  • From: george
• Re: Request for information about functions
  • From: J. Burse
• Re: Request for information about functions
  • From: Arturo Magidin
• Re: Request for information about functions
  • From: J. Burse
• Re: Request for information about functions
  • From: Arturo Magidin
• Re: Need help
  • From: translogi
• Re: Godel's Theorem and Model Theory
  • From: Daryl McCullough
• Re: necessarily true
  • From: Frederick Williams
• Re: Request for information about functions
  • From: J. Burse
• Re: Godel's Theorem and Model Theory
  • From: herbzet
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Virgil
• Re: Godel's Theorem and Model Theory
  • From: Rupert
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Arturo Magidin
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Arturo Magidin
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Scott
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Scott
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Arturo Magidin
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Scott
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Arturo Magidin
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Scott
• Re: Godel's Theorem and Model Theory
  • From: MoeBlee
• Need help
  • From: Jasonkruse
• Re: Godel's Theorem and Model Theory
  • From: Newberry
• Re: Godel's Theorem and Model Theory
  • From: Newberry
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: Conbra
• Godel's Theorem and Model Theory
  • From: poopdeville
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: LauLuna
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Virgil
• Re: Request for information about functions
  • From: Arturo Magidin
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: Arturo Magidin
• Re: Question: What conditions are sufficient to prove a subset does not exist?
  • From: G . Frege
• Re: Request for information about functions
  • From: J. Burse
• Question: What conditions are sufficient to prove a subset does not exist?
  • From: Scott
• Re: Request for information about functions
  • From: Scott
• Re: Request for information about functions
  • From: Arturo Magidin
• Re: Request for information about functions
  • From: G . Frege
• Re: Request for information about functions
  • From: Arturo Magidin
• Re: Request for information about functions
  • From: J. Burse
• Re: Request for information about functions
  • From: Arturo Magidin
• Re: Request for information about functions
  • From: J. Burse
• Request for information about functions
  • From: Scott
• Re: necessarily true
  • From: J. Burse
• Re: necessarily true
  • From: J. Burse
• Re: necessarily true
  • From: Frederick Williams
• Re: necessarily true
  • From: William Elliot
• Einstein’s mathematical excellence and Newton’s insightful perception of mass- energy inter conversion
  • From: fleesow
• Re: necessarily true
  • From: Mark-T
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: J. Burse
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: Frederick Williams
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: Conbra
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: J. Burse
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: Frederick Williams
• Re: necessarily true
  • From: Frederick Williams
• Re: necessarily true
  • From: William Elliot
• necessarily true
  • From: Mark-T
• Re: Who could draw the conclusions from Aristotle's four propositions?
  • From: William Elliot
• Who could draw the conclusions from Aristotle's four propositions?
  • From: Conbra
• Re: Who could explain the Aristotle's four propositions???
  • From: William Elliot
• Who could explain the Aristotle's four propositions???
  • From: Conbra
• Our Heavenly Mother on 9-14-96
  • From: eridianne
• Re: cd writer
  • From: Frederick Williams
• Re: cd writer
  • From: Frederick Williams
• cd writer
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• Re: The point of ur-elements
  • From: galathaea
• Re: The point of ur-elements
  • From: herbzet
• Re: The point of ur-elements
  • From: Frederick Williams
• Re: Sir Isaac Newton, has originated, inter-conversion of mass and energy, (E=mc2 )
  • From: Frederick Williams
• Re: The point of ur-elements
  • From: Daryl McCullough
• Re: The point of ur-elements
  • From: galathaea
• Re: The point of ur-elements
  • From: Zaljohar
• Re: The point of ur-elements
  • From: Pierre Asselin
• Re: The point of ur-elements
  • From: Peter_Smith
• mendelson: proof A1 + A2 + A3' => A3
  • From: Jörg Sommer
• Re: What is meaning of Aristotle proposition "A belongs to all B". Does it equal to A = B?
  • From: G . Frege
• Re: Question about extensions of PA
  • From: Herman Jurjus
• Re: Question about extensions of PA
  • From: Herman Jurjus
• Re: Question about extensions of PA
  • From: Herman Jurjus
• Re: The point of ur-elements
  • From: G . Frege
• Re: The point of ur-elements
  • From: G . Frege
• Re: The point of ur-elements
  • From: Mitch
• Re: The point of ur-elements
  • From: Aatu Koskensilta
• Re: The point of ur-elements
  • From: Aatu Koskensilta
• Re: The point of ur-elements
  • From: Daryl McCullough
• Re: The point of ur-elements
  • From: Peter_Smith
• Re: modal scope fallacy
  • From: Peter_Smith
• Re: Question about extensions of PA
  • From: Aatu Koskensilta
• Question about extensions of PA
  • From: Herman Jurjus
• The point of ur-elements
  • From: Aatu Koskensilta
• Re: What is meaning of Aristotle proposition "A belongs to all B". Does it equal to A = B?
  • From: Frederick Williams
• Re: What is meaning of Aristotle proposition "A belongs to all B". Does it equal to A = B?
  • From: William Elliot
• Re: What is meaning of Aristotle proposition "A belongs to all B". Does it equal to A = B?
  • From: G . Frege
• Re: What is meaning of Aristotle proposition "A belongs to all B". Does it equal to A = B?
  • From: Conbra
• Re: modal scope fallacy
  • From: Ken Pledger
• Deadly snale venom
  • From: thestew
• Re: What is meaning of Aristotle proposition "A belongs to all B". Does it equal to A = B?
  • From: William Elliot
• Re: What is meaning of Aristotle proposition "A belongs to all B". Does it equal to A = B?
  • From: G . Frege
• Re: What is meaning of Aristotle proposition "A belongs to all B". Does it equal to A = B?
  • From: William Elliot
• Re: What is meaning of Aristotle proposition "A belongs to all B". Does it equal to A = B?
  • From: G . Frege
• Re: What is meaning of Aristotle proposition "A belongs to all B". Does it equal to A = B?
  • From: William Elliot
• What is meaning of Aristotle proposition "A belongs to all B". Does it equal to A = B?
  • From: Conbra
• The science of Truth based on the Light of the World !
  • From: Caesar J. B. Squitti
• Re: modal scope fallacy
  • From: michalchik@xxxxxxx
• Re: really basic problem with universal quantifier, free variables and generalisation.
  • From: Frederick Williams
• Re: really basic problem with universal quantifier, free variables and generalisation.
  • From: David C . Ullrich
• Re: modal scope fallacy
  • From: Frederick Williams
• الزوجه البارده
  • From: الحلوة
• Re: modal scope fallacy
  • From: michalchik@xxxxxxx
• Re: modal scope fallacy
  • From: michalchik@xxxxxxx
• Re: The most minimal injective function.
  • From: J. Burse
• Re: really basic problem with universal quantifier, free variablesand generalisation.
  • From: J. Burse
• Re: really basic problem with universal quantifier, free variables and generalisation.
  • From: J. Burse
• Re: really basic problem with universal quantifier, free variables and generalisation.
  • From: george
• The most minimal injective function.
  • From: Zaljohar
• Re: really basic problem with universal quantifier, free variables and generalisation.
  • From: Frederick Williams
• Re: really basic problem with universal quantifier, free variables and generalisation.
  • From: Peter_Smith
• Re: modal scope fallacy
  • From: Frederick Williams
• Re: really basic problem with universal quantifier, free variables and generalisation.
  • From: David C . Ullrich
• Re: really basic problem with universal quantifier, free variablesand generalisation.
  • From: Frederick Williams
• Re: really basic problem with universal quantifier, free variables and generalisation.
  • From: J. Burse
• EXTENDED DEADLINE; K-CAP 2007 WORKSHOP: Knowledge Capture and Constraint Programming (KCCP-07)
  • From: jdokas@xxxxxxxxx
• modal scope fallacy
  • From: michalchik@xxxxxxx
• Re: Quickie question
  • From: Jack Campin - bogus address
• Re: Quickie question
  • From: MoeBlee
• Re: really basic problem with universal quantifier, free variables and generalisation.
  • From: george
• Re: really basic problem with universal quantifier, free variables and generalisation.
  • From: J. Burse
• Quickie question
  • From: jd
• Re: really basic problem with universal quantifier, free variables and generalisation.
  • From: Peter_Smith
• Re: really basic problem with universal quantifier, free variables and generalisation.
  • From: Frederick Williams
• Re: If your understanding of God is dead try mine.
  • From: Frederick Williams
• If your understanding of God is dead try mine.
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• Re: Axiom schema of Hyperfinity
  • From: Pierre Asselin
• Axiom schema of Hyperfinity
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• Re: Request help in understanding levels.
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• Re: Request help in understanding levels.
  • From: MoeBlee
• Re: Request help in understanding levels.
  • From: Scott
• Re: book help!!!
  • From: Frederick Williams
• Re: book help!!!
  • From: Frederick Williams
• Re: Indefinite Extensibility and Computationalism
  • From: MoeBlee
• Re: Indefinite Extensibility and Computationalism
  • From: MoeBlee
• book help!!!
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• Looking for a Scholarship or Loan (Its here)
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• Re: 7/7/07 "Working in Faith"
  • From: Frederick Williams
• 7/7/07 "Working in Faith"
  • From: 2Barter.net
• Re: Indefinite Extensibility and Computationalism
  • From: Nam D. Nguyen
• Re: Indefinite Extensibility and Computationalism
  • From: Nam D. Nguyen
• Re: Request help in understanding levels.
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• Re: Request help in understanding levels.
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• Re: Request help in understanding levels.
  • From: Scott
• Re: Request help in understanding levels.
  • From: MoeBlee
• Re: Request help in understanding levels.
  • From: Scott
• Re: Request help in understanding levels.
  • From: Scott
• Re: Peano's second axiom.
  • From: MoeBlee
• Re: Peano's second axiom.
  • From: MoeBlee
• Re: Peano's second axiom.
  • From: Zaljohar
• Re: Peano's second axiom.
  • From: Zaljohar
• Re: Request help in understanding levels.
  • From: Frederick Williams
• Re: Peano's second axiom.
  • From: LauLuna
• Make money easily
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• Re: Request help in understanding levels.
  • From: Keith Ramsay
• Re: Peano's second axiom.
  • From: Dan Christensen
• Re: Request help in understanding levels.
  • From: MoeBlee
• Re: Request help in understanding levels.
  • From: MoeBlee
• Re: Request help in understanding levels.
  • From: MoeBlee
• Re: Request help in understanding levels.
  • From: G . Frege
• Request help in understanding levels.
  • From: Scott
• Re: Math Equation Help!
  • From: DigMar
• Re: Math Equation Help!
  • From: Ken Pledger
• Re: On the randomness of ordered subsets of the digits of PI
  • From: Dave L. Renfro
• Re: Peano's second axiom.
  • From: MoeBlee
• Math Equation Help!
  • From: DigMar
• ABRIDGED ETERNITY EQUATION
  • From: SUPERMAX
• QUANTUM DETERMINISM
  • From: SUPERMAX
• Re: Peano's second axiom.
  • From: Zaljohar
• Set size and Cardinality.
  • From: Zaljohar
• Set size and Cardinality.
  • From: Zaljohar
• Re: Peano's second axiom.
  • From: Zaljohar
• Re: Peano's second axiom.
  • From: Dan Christensen
• Re: yourdocumentsource janrom...@gmail.com Phony comments
  • From: janrom
• Re: On the randomness of ordered subsets of the digits of PI
  • From: Frederick Williams
• On the randomness of ordered subsets of the digits of PI
  • From: Edward Grefenstette
• Burning Rope Timer
  • From: Plexer
• Re: Peano's second axiom.
  • From: Zaljohar
• Re: Peano's Axioms
  • From: J. Burse
• Re: Peano's Axioms
  • From: J. Burse
• Re: Indefinite Extensibility and Computationalism
  • From: MoeBlee
• Re: Peano's second axiom.
  • From: Gc
• Re: Peano's Axioms
  • From: Gc
• Re: Indefinite Extensibility and Computationalism
  • From: Nam D. Nguyen
• Infinitesmal Arithmatic II
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• Re: Logic
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• Re: Peano's second axiom.
  • From: MoeBlee
• Re: Peano's second axiom.
  • From: LauLuna
• Re: Peano's second axiom.
  • From: MoeBlee
• Re: Indefinite Extensibility and Computationalism
  • From: MoeBlee
• Re: Indefinite Extensibility and Computationalism
  • From: MoeBlee
• Re: Indefinite Extensibility and Computationalism
  • From: MoeBlee
• Re: Indefinite Extensibility and Computationalism
  • From: MoeBlee
• Re: Indefinite Extensibility and Computationalism
  • From: Nam D. Nguyen
• Re: Indefinite Extensibility and Computationalism
  • From: MoeBlee
• Re: Peano's second axiom.
  • From: Zaljohar
• Re: Indefinite Extensibility and Computationalism
  • From: Nam D. Nguyen
• Re: Indefinite Extensibility and Computationalism
  • From: Nam D. Nguyen
• Re: Indefinite Extensibility and Computationalism
  • From: Nam D. Nguyen
• Re: Indefinite Extensibility and Computationalism
  • From: Nam D. Nguyen
• Re: Peano's second axiom.
  • From: MoeBlee
• Re: Peano's second axiom.
  • From: Zaljohar
• Re: Peano's Axioms
  • From: MoeBlee
• Re: Question?
  • From: David C . Ullrich
• Re: Peano's Axioms
  • From: Gc
• Re: Peano's Axioms
  • From: Bill Taylor
• Re: Peano's second axiom.
  • From: MoeBlee
• Re: Peano's second axiom.
  • From: Zaljohar
• Re: Peano's second axiom.
  • From: MoeBlee
• Re: Peano's second axiom.
  • From: LauLuna
• Re: Revising Separation:
  • From: Zaljohar
• Re: Indefinite Extensibility and Computationalism
  • From: LauLuna
• Re: Indefinite Extensibility and Computationalism
  • From: LauLuna
• Re: Revising Separation:
  • From: Zaljohar
• Re: Peano's second axiom.
  • From: Zaljohar
• Re: Peano's second axiom.
  • From: MoeBlee
• Re: Revising Separation:
  • From: Keith Ramsay
• Re: Peano's second axiom.
  • From: Zaljohar
• Re: Revising Separation:
  • From: Zaljohar
• Re: Peano's second axiom.
  • From: MoeBlee
• Re: Revising Separation:
  • From: Zaljohar
• Re: Peano's second axiom.
  • From: MoeBlee
• Re: Peano's second axiom.
  • From: Zaljohar
• Revising Separation:
  • From: Zaljohar
• Re: Peano's second axiom.
  • From: Zaljohar
• [FAQ, 06/11/05] Mathematical logic on the web
  • From: Boris 'pi' Piwinger
• Re: Peano's second axiom.
  • From: MoeBlee
• Re: Peano's second axiom.
  • From: Zaljohar
• Re: Peano's second axiom.
  • From: Zaljohar
• Re: Peano's second axiom.
  • From: MoeBlee
• Re: Peano's second axiom.
  • From: MoeBlee

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