sci.logic

• Thread Index

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• The totality of facts
  • From: John Jones
• Re: The suppressed term of negation
  • From: John Jones
• Re: The suppressed term of negation
  • From: John Jones
• Re: Löwenheim-Skolem theorem
  • From: Jan Burse
• Re: Löwenheim-Skolem theorem
  • From: Daryl McCullough
• Re: Löwenheim?Skolem theorem
  • From: Jan Burse
• Re: Löwenheim?Skolem theorem
  • From: Jan Burse
• Re: Löwenheim-Skolem theorem
  • From: Jan Burse
• Re: Löwenheim-Skolem theorem
  • From: Jan Burse
• Re: Löwenheim-Skolem theorem
  • From: Daryl McCullough
• Jessica Marie Alba
  • From: sweet&soft
• Re: Löwenheim-Skolem theorem
  • From: Jan Burse
• Re: Löwenheim-Skolem theorem
  • From: Daryl McCullough
• Re: Löwenheim�Skolem theorem
  • From: Jan Burse
• Re: Löwenheim�Skolem theorem
  • From: Jan Burse
• Re: Löwenheim?Skolem theorem
  • From: herbzet
• Re: Löwenheim�Skolem theorem
  • From: Daryl McCullough
• Re: Löwenheim�Skolem theorem
  • From: Jan Burse
• Re: First order theory of rationals
  • From: persres@xxxxxxxxxxxxxx
• Re: Induction in second order arithmetic
  • From: george
• Re: Solved the Modal logic S3 Riddle
  • From: translogi
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: Löwenheim?Skolem theorem
  • From: Alan Smaill
• Re: The suppressed term of negation
  • From: Alan Smaill
• Re: The suppressed term of negation
  • From: William Elliot
• Re: Löwenheim?Skolem theorem
  • From: herbzet
• Re: Induction in second order arithmetic
  • From: Rupert
• Re: The suppressed term of negation
  • From: Jan Burse
• Re: The suppressed term of negation
  • From: MoeBlee
• Re: The suppressed term of negation
  • From: julio
• Re: The suppressed term of negation
  • From: John Jones
• Re: The suppressed term of negation
  • From: MoeBlee
• The suppressed term of negation
  • From: John Jones
• Re: Question about arithmetical systems
  • From: Rupert
• Re: what is the difference between a mapping and a relationship?
  • From: Jan Burse
• an interesting study about how adults reason
  • From: jonasgensakumiller
• Re: On "the organization of logical elements"
  • From: Marshall
• Re: First order theory of rationals
  • From: Chris Menzel
• Re: First order theory of rationals
  • From: Gc
• Re: On "the organization of logical elements"
  • From: Jesse F. Hughes
• Re: On "the organization of logical elements"
  • From: John Jones
• Re: On "the organization of logical elements"
  • From: Jesse F. Hughes
• Re: On "the organization of logical elements"
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: Löwenheim–Skolem theorem
  • From: Rupert
• Re: First order theory of rationals
  • From: David C . Ullrich
• Re: First order theory of rationals
  • From: David C . Ullrich
• Re: First order theory of rationals
  • From: David C . Ullrich
• Re: First order theory of rationals
  • From: David C . Ullrich
• Re: A term to describe "everything"?
  • From: Jesse F. Hughes
• Re: Question about arithmetical systems
  • From: Herman Jurjus
• Re: Question about arithmetical systems
  • From: Herman Jurjus
• Re: what is the difference between a mapping and a relationship?
  • From: Jan Burse
• Re: Löwenheim?Skolem theorem
  • From: herbzet
• Re: Löwenheim?Skolem theorem
  • From: herbzet
• Re: choice
  • From: Zaljohar
• Re: On "the organization of logical elements"
  • From: Jesse F. Hughes
• Re: Logic, Science, and a Room with a View
  • From: MoeBlee
• Logic, Science, and a Room with a View
  • From: John Jones
• Re: On "the organization of logical elements"
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: Jan Burse
• Re: Request for Information on Even/Oddness of infinite sets.
  • From: Scott
• Re: First order theory of rationals
  • From: Chris Menzel
• Re: First order theory of rationals
  • From: Chris Menzel
• Re: First order theory of rationals
  • From: MoeBlee
• Re: First order theory of rationals
  • From: Daryl McCullough
• Re: On "the organization of logical elements"
  • From: Jesse F. Hughes
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: First order theory of rationals
  • From: MoeBlee
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: On "the organization of logical elements"
  • From: John Jones
• Re: First order theory of rationals
  • From: Daryl McCullough
• Re: On "the organization of logical elements"
  • From: John Jones
• Re: On "the organization of logical elements"
  • From: John Jones
• Re: On "the organization of logical elements"
  • From: John Jones
• Re: On "the organization of logical elements"
  • From: John Jones
• Re: First order theory of rationals
  • From: george
• Re: First order theory of rationals
  • From: george
• Re: First order theory of rationals
  • From: MoeBlee
• Re: First order theory of rationals
  • From: Daryl McCullough
• Re: Request for Information on Even/Oddness of infinite sets.
  • From: MoeBlee
• Re: First order theory of rationals
  • From: MoeBlee
• Re: Re: Löwenheim–Skolem theorem
  • From: Chris Menzel
• Re: First order theory of rationals
  • From: Daryl McCullough
• Re: Induction in second order arithmetic
  • From: kleptomaniac666_
• Re: First order theory of rationals
  • From: MoeBlee
• Re: Löwenheim–Skolem theorem
  • From: MoeBlee
• Re: primitive recursive: obsolete?
  • From: MoeBlee
• Re: primitive recursive: obsolete?
  • From: MoeBlee
• Re: Induction in second order arithmetic
  • From: Aatu Koskensilta
• Re: primitive recursive: obsolete?
  • From: Aatu Koskensilta
• Re: Question about arithmetical systems
  • From: Aatu Koskensilta
• Re: Question about arithmetical systems
  • From: Aatu Koskensilta
• Re: Question about arithmetical systems
  • From: Aatu Koskensilta
• Re: First order theory of rationals
  • From: Gc
• Re: Question about arithmetical systems
  • From: Herman Jurjus
• Re: Induction in second order arithmetic
  • From: kleptomaniac666_
• Re: First order theory of rationals
  • From: David C . Ullrich
• Re: Question about arithmetical systems
  • From: kleptomaniac666_
• Re: Question about arithmetical systems
  • From: Herman Jurjus
• Re: Löwenheim?Skolem theorem
  • From: Alan Smaill
• Re: Löwenheim?Skolem theorem
  • From: Alan Smaill
• Re: Löwenheim?Skolem theorem
  • From: Alan Smaill
• Re: choice
  • From: Butch Malahide
• Re: Löwenheim–Skolem theorem
  • From: Rupert
• Re: Question about arithmetical systems
  • From: Rupert
• Re: Question about arithmetical systems
  • From: Rupert
• Re: Question about arithmetical systems
  • From: William Elliot
• Re: Request for Information on Even/Oddness of infinite sets.
  • From: lwalke3
• Re: choice
  • From: lwalke3
• Dedekindian sets
  • From: Zaljohar
• Question about arithmetical systems
  • From: Herman Jurjus
• Re: primitive recursive: obsolete?
  • From: Nam D. Nguyen
• Re: Löwenheim?Skolem theorem
  • From: herbzet
• Re: choice
  • From: Zaljohar
• Re: choice
  • From: Butch Malahide
• Re: Request for Information on Even/Oddness of infinite sets.
  • From: MoeBlee
• Re: Induction in second order arithmetic
  • From: Rupert
• Re: Request for Information on Even/Oddness of infinite sets.
  • From: Rupert
• Re: On "the organization of logical elements"
  • From: Jan Burse
• Re: On "the organization of logical elements"
  • From: Jan Burse
• Re: Solved the Modal logic S3 Riddle
  • From: Ken Pledger
• Re: On "the organization of logical elements"
  • From: Jan Burse
• Re: Request for Information on Even/Oddness of infinite sets.
  • From: Jan Burse
• Re: On "the organization of logical elements"
  • From: Jan Burse
• Re: what is the difference between a mapping and a relationship?
  • From: Jan Burse
• Re: Request for Information on Even/Oddness of infinite sets.
  • From: Scott
• Re: what is the difference between a mapping and a relationship?
  • From: Jan Burse
• Re: what is the difference between a mapping and a relationship?
  • From: Jan Burse
• Re: what is the difference between a mapping and a relationship?
  • From: Jan Burse
• Re: what is the difference between a mapping and a relationship?
  • From: MoeBlee
• Re: Request for Information on Even/Oddness of infinite sets.
  • From: MoeBlee
• Request for Information on Even/Oddness of infinite sets.
  • From: Scott
• Re: Löwenheim–Skolem theorem
  • From: MoeBlee
• Re: On "the organization of logical elements"
  • From: Jesse F. Hughes
• Re: Löwenheim–Skolem theorem
  • From: MoeBlee
• Re: what is the difference between a mapping and a relationship?
  • From: Jesse F. Hughes
• Re: Induction in second order arithmetic
  • From: kleptomaniac666_
• Re: On "the organization of logical elements"
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: Induction in second order arithmetic
  • From: Rupert
• Re: On "the organization of logical elements"
  • From: Jan Burse
• Re: what is the difference between a mapping and a relationship?
  • From: Jesse F. Hughes
• Re: what is the difference between a mapping and a relationship?
  • From: Jan Burse
• Re: Löwenheim–Skolem theorem
  • From: MoeBlee
• Re: Löwenheim–Skolem theorem
  • From: MoeBlee
• Re: primitive recursive: obsolete?
  • From: MoeBlee
• Re: Re: Löwenheim–Skolem theorem
  • From: Chris Menzel
• Probability of making a choice by a person, on the basis of earlier made choices?
  • From: Marcin
• Re: choice
  • From: Zaljohar
• Re: what is the difference between a mapping and a relationship?
  • From: MoeBlee
• Re: On "the organization of logical elements"
  • From: John Jones
• Re: Löwenheim–Skolem theorem
  • From: MoeBlee
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: First order theory of rationals
  • From: MoeBlee
• Re: Löwenheim?Skolem theorem
  • From: Alan Smaill
• Re: what is the difference between a mapping and a relationship?
  • From: MoeBlee
• Re: Löwenheim–Skolem theorem
  • From: MoeBlee
• Re: Löwenheim–Skolem theorem
  • From: MoeBlee
• Re: Induction in second order arithmetic
  • From: kleptomaniac666_
• Re: what is the difference between a mapping and a relationship?
  • From: Jan Burse
• Re: On "the organization of logical elements"
  • From: Jan Burse
• Re: Induction in second order arithmetic
  • From: Rupert
• Re: First order theory of rationals
  • From: David C . Ullrich
• Re: Induction in second order arithmetic
  • From: kleptomaniac666_
• Re: On "the organization of logical elements"
  • From: John Jones
• Re: On "the organization of logical elements"
  • From: Jan Burse
• Children's Magazine and Science Comic Series
  • From: The Young Scientists
• Re: Induction in second order arithmetic
  • From: Rupert
• The limit of Entailment
  • From: John Jones
• Re: Induction in second order arithmetic
  • From: kleptomaniac666_
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: On "the organization of logical elements"
  • From: John Jones
• Re: the separation axiom is invalid therefore russells paradox stands and set theory is inconsistent
  • From: Aatu Koskensilta
• Re: On "the organization of logical elements"
  • From: John Jones
• Re: First order theory of rationals
  • From: Chris Menzel
• Re: First order theory of rationals
  • From: Aatu Koskensilta
• Re: First order theory of rationals
  • From: Aatu Koskensilta
• Re: First order theory of rationals
  • From: george
• Re: On "the organization of logical elements"
  • From: Tron
• Re: Löwenheim?Skolem theorem
  • From: Alan Smaill
• Re: First order theory of rationals
  • From: David C . Ullrich
• Re: choice
  • From: Butch Malahide
• Re: Löwenheim–Skolem theorem
  • From: Rupert
• Re: primitive recursive: obsolete?
  • From: Nam D. Nguyen
• Re: choice
  • From: Zaljohar
• Re: choice
  • From: lwalke3
• choice
  • From: Zaljohar
• Re: First order theory of rationals
  • From: george
• Re: First order theory of rationals
  • From: Gc
• Re: First order theory of rationals
  • From: David C . Ullrich
• Re: On "the organization of logical elements"
  • From: Jesse F. Hughes
• Re: First order theory of rationals
  • From: Butch Malahide
• Re: On "the organization of logical elements"
  • From: OP
• Solved the Modal logic S3 Riddle
  • From: translogi
• Re: On "the organization of logical elements"
  • From: Jan Burse
• Re: On "the organization of logical elements"
  • From: John Jones
• Re: On "the organization of logical elements"
  • From: John Jones
• Re: On "the organization of logical elements"
  • From: John Jones
• Re: On "the organization of logical elements"
  • From: David C . Ullrich
• Re: First order theory of rationals
  • From: David C . Ullrich
• Re: what is the difference between a mapping and a relationship?
  • From: Jan Burse
• Re: what is the difference between a mapping and a relationship?
  • From: Jan Burse
• Re: On "the organization of logical elements"
  • From: OP
• Re: Löwenheim–Skolem theorem
  • From: Ross A. Finlayson
• Re: First order theory of rationals
  • From: xianmliu
• Re: Löwenheim–Skolem theorem
  • From: kleptomaniac666_
• Re: On "the organization of logical elements"
  • From: MoeBlee
• Re: On "the organization of logical elements"
  • From: Jesse F. Hughes
• Re: Löwenheim–Skolem theorem
  • From: MoeBlee
• Re: Löwenheim–Skolem theorem
  • From: MoeBlee
• Re: Löwenheim–Skolem theorem
  • From: kleptomaniac666_
• Re: Löwenheim?Skolem theorem
  • From: Alan Smaill
• Re: First order theory of rationals
  • From: george
• On "the organization of logical elements"
  • From: John Jones
• Re: First order theory of rationals
  • From: MoeBlee
• Re: Does Logic allow "an exception to the rule"?
  • From: Marshall
• Re: Does Logic allow "an exception to the rule"?
  • From: John Jones
• Re: Löwenheim–Skolem theorem
  • From: MoeBlee
• Re: Löwenheim–Skolem theorem
  • From: julio
• Löwenheim–Skolem theorem
  • From: kleptomaniac666_
• First order theory of rationals
  • From: persres@xxxxxxxxxxxxxx
• Re: Does Logic allow "an exception to the rule"?
  • From: Jan Burse
• Re: what is the difference between a mapping and a relationship?
  • From: MoeBlee
• Re: what is the difference between a mapping and a relationship?
  • From: MoeBlee
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: MoeBlee
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: MoeBlee
• Re: Does Logic allow "an exception to the rule"?
  • From: MoeBlee
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: Does Logic allow "an exception to the rule"?
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: Jesse F. Hughes
• Re: what is the difference between a mapping and a relationship?
  • From: MoeBlee
• Re: what is the difference between a mapping and a relationship?
  • From: MoeBlee
• Re: what is the difference between a mapping and a relationship?
  • From: MoeBlee
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: MoeBlee
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: Jan Burse
• Re: what is the difference between a mapping and a relationship?
  • From: Jan Burse
• Re: what is the difference between a mapping and a relationship?
  • From: Jan Burse
• Re: How to prove a categorical fallacy using predicate logic?
  • From: PiperAlpha167
• Re: Silly question about the Socrates syllogism
  • From: herbzet
• Re: Silly question about the Socrates syllogism
  • From: herbzet
• Re: Silly question about the Socrates syllogism
  • From: herbzet
• Re: Newbie logic questions
  • From: herbzet
• Re: Does Logic allow "an exception to the rule"?
  • From: MoeBlee
• Re: what is the difference between a mapping and a relationship?
  • From: MoeBlee
• Re: what is the difference between a mapping and a relationship?
  • From: MoeBlee
• Re: what is the difference between a mapping and a relationship?
  • From: MoeBlee
• Re: what is the difference between a mapping and a relationship?
  • From: MoeBlee
• Re: Does Logic allow "an exception to the rule"?
  • From: OP
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: Does Logic allow "an exception to the rule"?
  • From: John Jones
• Re: Does Logic allow "an exception to the rule"?
  • From: John Jones
• Re: Newbie logic questions
  • From: Marshall
• Re: Does Logic allow "an exception to the rule"?
  • From: Frederick Williams
• Re: Does Logic allow "an exception to the rule"?
  • From: Frederick Williams
• Re: Does Logic allow "an exception to the rule"?
  • From: Peter_Smith
• Re: Newbie logic questions
  • From: herbzet
• Re: Does Logic allow "an exception to the rule"?
  • From: Jesse F. Hughes
• Re: Does Logic allow "an exception to the rule"?
  • From: John Jones
• Re: Does Logic allow "an exception to the rule"?
  • From: Jesse F. Hughes
• Re: Newbie logic questions
  • From: priscila
• Re: Does Logic allow "an exception to the rule"?
  • From: John Jones
• Re: the separation axiom is invalid therefore russells paradox stands and set theory is inconsistent
  • From: george
• Re: the separation axiom is rubbish -it leads to inconsistency in ZFC
  • From: Jan Burse
• Re: the separation axiom is rubbish -it leads to inconsistency in ZFC
  • From: MoeBlee
• Re: the separation axiom is rubbish -it leads to inconsistency in ZFC
  • From: Jan Burse
• Re: Silly question about the Socrates syllogism
  • From: Jesse F. Hughes
• Re: Silly question about the Socrates syllogism
  • From: PiperAlpha167
• Re: Newbie logic questions
  • From: herbzet
• Re: Newbie logic questions
  • From: herbzet
• Re: the separation axiom is rubbish -it leads to inconsistency in ZFC
  • From: lwalke3
• Re: Question Regarding Cardinality among sets.
  • From: Scott
• Re: Does Logic allow "an exception to the rule"?
  • From: Jesse F. Hughes
• Re: Does Logic allow "an exception to the rule"?
  • From: John Jones
• Re: Does Logic allow "an exception to the rule"?
  • From: Jesse F. Hughes
• Does Logic allow "an exception to the rule"?
  • From: John Jones
• Re: Silly question about the Socrates syllogism
  • From: John Jones
• Re: Question Regarding Cardinality among sets.
  • From: MoeBlee
• Re: primitive recursive: obsolete?
  • From: MoeBlee
• Re: A source in ZFC for its inconsistency ie the skolem paradox
  • From: Jan Burse
• Re: Newbie logic questions
  • From: Jan Burse
• Re: primitive recursive: obsolete?
  • From: MoeBlee
• Re: Silly question about the Socrates syllogism
  • From: holden_owen
• Re: the separation axiom is rubbish -it leads to inconsistency in ZFC
  • From: Frederick Williams
• Re: Newbie logic questions
  • From: Chris Menzel
• Re: A term to describe "everything"?
  • From: Chris Menzel
• Re: Question Regarding Cardinality among sets.
  • From: george
• the separation axiom is invalid therefore russells paradox stands and set theory is inconsistent
  • From: elsiemelsi
• Re: the separation axiom is rubbish -it leads to inconsistency in ZFC
  • From: Dan Christensen
• Re: the separation axiom is rubbish -it leads to inconsistency in ZFC
  • From: herbzet
• Re: the separation axiom is rubbish -it leads to inconsistency in ZFC
  • From: george
• Re: Can be regarded as the definition of "false"
  • From: herbzet
• Re: A source in ZFC for its inconsistency ie the skolem paradox
  • From: elsiemelsi
• Re: Can be regarded as the definition of "false"
  • From: herbzet
• Re: A term to describe "everything"?
  • From: herbzet
• the separation axiom is rubbish -it leads to inconsistency in ZFC
  • From: elsiemelsi
• Re: A source in ZFC for its inconsistency ie the skolem paradox
  • From: elsiemelsi
• Re: A term to describe "everything"?
  • From: kleptomaniac666_
• Re: A term to describe "everything"?
  • From: kleptomaniac666_
• Re: Newbie logic questions
  • From: herbzet
• Re: Silly question about the Socrates syllogism
  • From: herbzet
• Re: Newbie logic questions
  • From: herbzet
• Re: Newbie logic questions
  • From: Jan Burse
• Can be regarded as the definition of "false"
  • From: Franz Binder
• Re: Newbie logic questions
  • From: Nam D. Nguyen
• Re: A source in ZFC for its inconsistency ie the skolem paradox
  • From: Jan Burse
• Re: Logic question
  • From: Frederick Williams
• Re: Newbie logic questions
  • From: Frederick Williams
• Re: Newbie logic questions
  • From: Daryl McCullough
• Re: A source in ZFC for its inconsistency ie the skolem paradox
  • From: elsiemelsi
• Re: A term to describe "everything"?
  • From: Jan Burse
• Re: A source in ZFC for its inconsistency ie the skolem paradox
  • From: Jan Burse
• A source in ZFC for its inconsistency ie the skolem paradox
  • From: elsiemelsi
• Re: Newbie logic questions
  • From: Frederick Williams
• Re: what is the difference between a mapping and a relationship?
  • From: William Elliot
• Re: Silly question about the Socrates syllogism
  • From: Dan Christensen
• Re: Silly question about the Socrates syllogism
  • From: Jesse F. Hughes
• Re: what is the difference between a mapping and a relationship?
  • From: Jan Burse
• Re: Silly question about the Socrates syllogism
  • From: herbzet
• Re: Newbie logic questions
  • From: herbzet
• Re: Silly question about the Socrates syllogism
  • From: herbzet
• Re: Silly question about the Socrates syllogism
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: what is the difference between a mapping and a relationship?
  • From: Jan Burse
• Silly question about the Socrates syllogism
  • From: Dan Christensen
• Re: primitive recursive: obsolete?
  • From: Nam D. Nguyen
• Re: what is the difference between a mapping and a relationship?
  • From: Jan Burse
• Re: what is the difference between a mapping and a relationship?
  • From: Jan Burse
• Re: Logic question
  • From: Jan Burse
• what is the difference between a mapping and a relationship?
  • From: John Jones
• Re: Logic question
  • From: John Jones
• Re: Newbie logic questions
  • From: Jan Burse
• Newbie logic questions
  • From: priscila
• Re: Logic question
  • From: Jan Burse
• Re: Question Regarding Cardinality among sets.
  • From: Arturo Magidin
• Re: Question Regarding Cardinality among sets.
  • From: Scott
• Re: Induction in second order arithmetic
  • From: kleptomaniac666_
• Re: Question Regarding Cardinality among sets.
  • From: Arturo Magidin
• Re: Question Regarding Cardinality among sets.
  • From: Scott
• Re: Question Regarding Cardinality among sets.
  • From: Scott
• Re: Question Regarding Cardinality among sets.
  • From: Scott
• Logic question
  • From: John Jones
• Re: All panduks are green
  • From: Jesse F. Hughes
• Re: All panduks are green
  • From: MoeBlee
• Re: Theories that prove their own consistency
  • From: Gc
• Re: Why Some Sentences Lack Truth Values
  • From: Newberry
• Re: Theories that prove their own consistency
  • From: abo
• Re: All panduks are green
  • From: Newberry
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• Re: please help verify this proof
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• please help verify this proof
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• [FAQ, 06/11/05] Mathematical logic on the web
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