sci.logic
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: The Application of Law
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- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
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- Re: Principle Of Included Middle.By Aiya-Oba
- Re: Principle Of Included Middle.By Aiya-Oba
- Re: Principle Of Included Middle.By Aiya-Oba
- Re: Principle Of Included Middle.By Aiya-Oba
- Re: Real Discontinuity in Cantor Diagonal
- Re: Principle Of Included Middle.By Aiya-Oba
- Re: Real Discontinuity in Cantor Diagonal
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Torkel Franzen not searchable with Google Groups?
- Re: Torkel Franzen not searchable with Google Groups?
- Re: Principle Of Included Middle.By Aiya-Oba
- Re: Twenty-third solution draw from “Set A belongs to Set B” and “Set C belongs to Set D”
- Re: Torkel Franzen not searchable with Google Groups?
- Torkel Franzen not searchable with Google Groups?
- Re: Principle Of Included Middle.By Aiya-Oba
- Re: Godel cant tell us what makes a mathematical statement true
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: The Eighteenth solution drawn from “Set A belongs to Set B” and “Set C belongs to Set D”
- Re: The Eighteenth solution drawn from “Set A belongs to Set B” and “Set C belongs to Set D”
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: The Eighteenth solution drawn from “Set A belongs to Set B” and “Set C belongs to Set D”
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Interpretation problem
- Re: Real Discontinuity in Cantor Diagonal
- Re: Interpretation problem
- Re: Real Discontinuity in Cantor Diagonal
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- Re: Real Discontinuity in Cantor Diagonal
- Re: Interpretation problem
- Re: Meyer's Argument against Gödel's Theorem
- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Real Discontinuity in Cantor Diagonal
- Re: Godel cant tell us what makes a mathematical statement true
- Re: Interpretation problem
- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
- Re: Looking for Undecidable Propositions in Systems without a certain amount of arthimetic.
- Re: Looking for Undecidable Propositions in Systems without a certain amount of arthimetic.
- Re: Computable functions/reals.
- Re: Interpretation problem
- Re: Computable functions/reals.
- Twenty-third solution draw from “Set A belongs to Set B” and “Set C belongs to Set D”
- Re: Subcardinality
- Re: Subcardinality
- Re: Subcardinality
- Re: Subcardinality
- Re: Subcardinality
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- Interpretation problem
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Meyer's Argument against Gödel's Theorem
- Re: Query on ZF
- Re: Problem with addition
- Re: The Eighteenth solution drawn from “Set A belongs to Set B” and “Set C belongs to Set D”
- Subcardinality
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- Re: Problem with addition
- Re: Meyer's Argument against Gödel's Theorem
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Problem with addition
- Re: Godel cant tell us what makes a mathematical statement true
- Re: Godel cant tell us what makes a mathematical statement true
- Re: Meyer's Argument against Gödel's Theorem
- Re: Meyer's Argument against Gödel's Theorem
- Re: Meyer's Argument against Gödel's Theorem
- Re: Meyer's Argument against Gödel's Theorem
- Re: Problem with addition
- Re: The Eighteenth solution drawn from “Set A belongs to Set B” and “Set C belongs to Set D”
- Re: Meyer's Argument against Gödel's Theorem
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Meyer's Argument against Gödel's Theorem
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Definability problem
- Re: Computable functions/reals.
- Re: The Eighteenth solution drawn from “Set A belongs to Set B” and “Set C belongs to Set D”
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Query on ZF
- Re: Meyer's Argument against Gödel's Theorem
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: The Eighteenth solution drawn from “Set A belongs to Set B” and “Set C belongs to Set D”
- Re: Computable functions/reals.
- Re: Query on ZF
- Re: Computable functions/reals.
- Re: The nature of the mathematical set
- Re: Computable functions/reals.
- Re: The nature of the mathematical set
- Re: Problem with addition
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Problem with addition
- Re: Query on ZF
- Re: The nature of the mathematical set
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- Re: Definability problem
- Re: Definability problem
- Re: Looking for Undecidable Propositions in Systems without a certain amount of arthimetic.
- Re: The nature of the mathematical set
- Re: Looking for Undecidable Propositions in Systems without a certain amount of arthimetic.
- Re: Problem with addition
- Re: Problem with addition
- Re: The nature of the mathematical set
- Re: Definability problem
- Re: Definability problem
- Re: Meyer's Argument against Gödel's Theorem
- Re: Computable functions/reals.
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: Query on ZF
- Re: Computable functions/reals.
- Re: Query on ZF
- Re: Query on ZF
- Re: Query on ZF
- Re: The nature of the mathematical set
- Re: Definability problem
- Re: Query on ZF
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: Godel cant tell us what makes a mathematical statement true
- Re: Query on ZF
- Re: Query on ZF
- Re: Query on ZF
- Re: Problem with addition
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: Meyer's Argument against Gödel's Theorem
- Re: Meyer's Argument against Gödel's Theorem
- Re: The nature of the mathematical set
- Re: Computable functions/reals.
- Re: Meyer's Argument against Gödel's Theorem
- Re: Computable functions/reals.
- Re: Meyer's Argument against Gödel's Theorem
- Re: Query on ZF
- Query on ZF
- Re: Problem with addition
- Re: Inevitable: Destruction of Logic
- Re: Computable functions/reals.
- Re: Inevitable: Destruction of Logic
- Re: Problem with addition
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: Problem with addition
- Re: The nature of the mathematical set
- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
- Re: Definability problem
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: Computable functions/reals.
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Definability problem
- Re: Computable functions/reals.
- Re: Inevitable: Destruction of Logic
- Inevitable: Destruction of Logic
- Inevitable: Destruction of Logic
- Re: Meyer's Argument against Gödel's Theorem
- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
- Re: Meyer's Argument against Gödel's Theorem
- Re: Meyer's Argument against Gödel's Theorem
- Re: Godel cant tell us what makes a mathematical statement true
- Re: Meyer's Argument against Gödel's Theorem
- Re: Meyer's Argument against Gödel's Theorem
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Meyer's Argument against Gödel's Theorem
- Re: Meyer's Argument against Gödel's Theorem
- Re: Meyer's Argument against Gödel's Theorem
- Re: Computable functions/reals.
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: Computable functions/reals.
- Re: Meyer's Argument against Gödel's Theorem
- Re: Meyer's Argument against Gödel's Theorem
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: A definition of rational numbers
- Re: Meyer's Argument against Gödel's Theorem
- Re: Problem with addition
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: Meyer's Argument against Gödel's Theorem
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Problem with addition
- Re: Meyer's Argument against Gödel's Theorem
- Re: Problem with addition
- Re: Meyer's Argument against Gödel's Theorem
- Re: The nature of the mathematical set
- Re: Problem with addition
- Re: Looking for Undecidable Propositions in Systems without a certain amount of arthimetic.
- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
- Re: Looking for Undecidable Propositions in Systems without a certain amount of arthimetic.
- Re: Problem with addition
- Re: Looking for Undecidable Propositions in Systems without a certain amount of arthimetic.
- Re: The nature of the mathematical set
- Re: Problem with addition
- Re: Problem with addition
- Re: Looking for Undecidable Propositions in Systems without a certain amount of arthimetic.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Looking for Undecidable Propositions in Systems without a certain amount of arthimetic.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: The nature of the mathematical set
- Re: Computable functions/reals.
- Re: The nature of the mathematical set
- Re: Computable functions/reals.
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: Computable functions/reals.
- Re: The nature of the mathematical set
- Re: Problem with addition
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- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
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- Re: Computable functions/reals.
- Re: The nature of the mathematical set
- Re: Computable functions/reals.
- Re: Meyer's Argument against Gödel's Theorem
- Re: Computable functions/reals.
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- Re: Computable functions/reals.
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- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: Computable functions/reals.
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: Godel cant tell us what makes a mathematical statement true
- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
- Re: Computable functions/reals.
- Re: The nature of the mathematical set
- Re: Computable functions/reals.
- Re: Meyer's Argument against Goedel's Theorem
- Re: Computable functions/reals.
- Re: Problem with addition
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
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- Re: Godel cant tell us what makes a mathematical statement true
- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
- Re: Computable functions/reals.
- Re: The nature of the mathematical set
- Re: Meyer's Argument against Gödel's Theorem
- Re: Right Triangle Square Pyramid.By Aiya-Oba
- Re: Looking for Undecidable Propositions in Systems without a certainamountof arthimetic.
- Re: Problem with addition
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- Re: The nature of the mathematical set
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- Re: A definition of rational numbers
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- Re: Looking for Undecidable Propositions in Systems without a certainamountof arthimetic.
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- Re: Computable functions/reals.
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- Re: Computable functions/reals.
- Problem with addition
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
- Re: The nature of the mathematical set
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- Re: The nature of the mathematical set
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- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
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- Re: Looking for Undecidable Propositions in Systems without a certainamountof arthimetic.
- Re: Godel cant tell us what makes a mathematical statement true
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- Re: Godel cant tell us what makes a mathematical statement true
- Re: Godel cant tell us what makes a mathematical statement true
- Re: Meyer's Argument against Gödel's Theorem
- Meyer's Argument against Gödel's Theorem
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
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- Re: The nature of the mathematical set
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: A definition of rational numbers
- Re: Computable functions/reals.
- Re: Computable functions/reals.
- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
- Re: Looking for Undecidable Propositions in Systems without a certainamountof arthimetic.
- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
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- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
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- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
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- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
- Re: Looking for Undecidable Propositions in Systems without a certainamountof arthimetic.
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- Re: Looking for Undecidable Propositions in Systems without a certain amount of arthimetic.
- Re: Godel cant tell us what makes a mathematical statement true
- Re: Looking for Undecidable Propositions in Systems without a certainamountofarthimetic.
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- Re: The nature of the mathematical set
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- Re: Looking for Undecidable Propositions in Systems without a certainamountof arthimetic.
- Re: Godel cant tell us what makes a mathematical statement true
- Re: Looking for Undecidable Propositions in Systems without a certainamountof arthimetic.
- Re: The nature of the mathematical set
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- Re: Looking for Undecidable Propositions in Systems without a certainamountof arthimetic.
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- Re: The nature of the mathematical set
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- Re: Justifying transfinite induction in ZF
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- Re: What logical conclusions will be drawn from “Set A belongs to Set B” and “Set C belongs to Set D” ?
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