Propositional Quantifiers by Peter Fritz
Propositional quantifiers are quantifiers binding proposition letters, understood as variables. This Element introduces propositional quantifiers and explains why they are especially interesting in the context of propositional modal logics. It surveys the main results on propositionally quantified modal logics which have been obtained in the literature, presents a number of open questions, and provides examples of applications of such logics to philosophical problems.-
Classical First-Order Logic
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The Logic of Grounding
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Logical Consequence
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Higher-Order Logic and Type Theory
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Probability and Inductive Logic
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Free Logic
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Meinongianism
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The Many Faces of Impossibility
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Logic and Science
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Nonmonotonic Logic
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Logical Pluralism
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Relevance Logic
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Logic and Information
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Goedel's Incompleteness Theorems
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Temporal Logics
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Set Theory
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Proofs and Models in Philosophical Logic
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| Title | Propositional Quantifiers |
| Author | Peter Fritz |
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| Condition | Unavailable |
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| Cover note | Book picture is for illustrative purposes only, actual binding, cover or edition may vary. |
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