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Logical constant

  • Which Quantifiers Are Logical? a Combined Semantical and Inferential Criterion Solomon Feferman1

    Which Quantifiers Are Logical? a Combined Semantical and Inferential Criterion Solomon Feferman1

  • The Nature of Logical Constants

    The Nature of Logical Constants

  • Understanding the Logical Constants and Dispositions

    Understanding the Logical Constants and Dispositions

  • The Constituents of the Propositions of Logic Kevin C

    The Constituents of the Propositions of Logic Kevin C

  • The Bounds of Logic Part 2

    The Bounds of Logic Part 2

  • What Does It Mean to Say That Logic Is Formal?

    What Does It Mean to Say That Logic Is Formal?

  • HISTORY of LOGICAL CONSEQUENCE 1. Introduction

    HISTORY of LOGICAL CONSEQUENCE 1. Introduction

  • Truth and Logical Consequence Volker Halbach

    Truth and Logical Consequence Volker Halbach

  • Logical Quantifiers

    Logical Quantifiers

  • Propositional Logic

    Propositional Logic

  • Logic, Language & the Counterintutiveness Of

    Logic, Language & the Counterintutiveness Of

  • An Argument for Minimal Logic

    An Argument for Minimal Logic

  • Understanding the Logical Constants and Dispositions

    Understanding the Logical Constants and Dispositions

  • Philosophy 7 Truth Function Unit 6 UNIT

    Philosophy 7 Truth Function Unit 6 UNIT

  • On Logical Relativity Achille C

    On Logical Relativity Achille C

  • A Characterization of Logical Constants Is Possible

    A Characterization of Logical Constants Is Possible

  • What Is Logical in First-Order Logic? Arxiv:2105.12157V1 [Math.LO] 25

    What Is Logical in First-Order Logic? Arxiv:2105.12157V1 [Math.LO] 25

  • 21 Modal Logic and Philosophy

    21 Modal Logic and Philosophy

Top View
  • LOGICAL QUANTIFIERS Gila Sher
  • THE FOUNDATIONAL PROBLEM of LOGIC Author(S): GILA SHER Source: the Bulletin of Symbolic Logic, Vol
  • Logical Form and the Limits of Thought
  • What Is Logical Form?
  • Logical Constants: a Modalist Approach 11 Respect to the Producible Theorems, One System Is No Better Than Another, Save for Reasons of Efficiency Or Aesthetic Values


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