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Supervaluationism and Classical Logic
Supervaluationism and Classical Logic

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Logic Review

... Premise: Either Fred took the train or he took the ferry. Premise 2: Fred did not take the ferry. Conclusion: Fred took the train. Premise: Either A or B. Premise: not B Conclusion: A ...
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Sequent-Systems for Modal Logic

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Non-classical metatheory for non-classical logics

... classically, a classical metatheory would be ill equipped to formulate a faithful model theory. Let us now elaborate on this point. As a metalanguage in which to formulate a faithful model theory, classical set theory has two limitations. We have noted already that it is limited to interpretations i ...
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A Nonstandard Approach to the. Logical Omniscience Problem

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Find the truth value of X ∧ ((Y ⇒ W) ⇔ Z) if X is true, Y is false, and
Find the truth value of X ∧ ((Y ⇒ W) ⇔ Z) if X is true, Y is false, and

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Notes on Propositional and Predicate Logic

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The Foundations: Logic and Proofs

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Quantified Equilibrium Logic and the First Order Logic of Here

Incompleteness - the UNC Department of Computer Science
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Techniques for proving the completeness of a proof system

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Truth Tables and Deductive Reasoning

A logical basis for quantum evolution and entanglement
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Proof Search in Modal Logic
Proof Search in Modal Logic

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... Given a language L, two deductive systems D1 and D2 are deductively equivalent if any theorem deducible from one system is deducible from another. In other words, `D1 A iff `D2 A. There is also a stronger notion of deductive equivalence: D1 is (strongly) deductively equivalent to D2 exactly when ∆ ` ...
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A mathematical sentence is a sentence that states a fact or contains

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... interpretations, no matter what the world is actually like or what the semantics is. Example: “It’s raining or it’s not raining.” • An inconsistent sentence or contradiction is a sentence that is False under all interpretations. The world is never like what it describes, as in “It’s raining and it's ...
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Deciding Global Partial-Order Properties

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Methods of Proof for Boolean Logic

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Methods of Proof for Boolean Logic

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the theory of form logic - University College Freiburg
the theory of form logic - University College Freiburg

... we could swap the predicates salva congruitate. Exchange of the ‘predicates’, however, would result in meaningless strings of signs and therefore violate the conditions on a proper symbolism. In a Wittgensteinian Begriffsschrift, as we might call a system which respects Wittgenstein’s demands, all w ...
• Propositional definite clauses ctd • Monotone functions and power
• Propositional definite clauses ctd • Monotone functions and power

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Modal logic

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