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Interpretation (logic)

  • “The Church-Turing “Thesis” As a Special Corollary of Gödel's

    “The Church-Turing “Thesis” As a Special Corollary of Gödel's

  • A Compositional Analysis for Subset Comparatives∗ Helena APARICIO TERRASA–University of Chicago

    A Compositional Analysis for Subset Comparatives∗ Helena APARICIO TERRASA–University of Chicago

  • Interpretations and Mathematical Logic: a Tutorial

    Interpretations and Mathematical Logic: a Tutorial

  • Church's Thesis and the Conceptual Analysis of Computability

    Church's Thesis and the Conceptual Analysis of Computability

  • How to Build an Interpretation and Use Argument

    How to Build an Interpretation and Use Argument

  • Interpreting Arguments

    Interpreting Arguments

  • Why We Should Abandon the Semantic Subset Principle

    Why We Should Abandon the Semantic Subset Principle

  • A Description and Interpretation of the NPGS Birdsfoot Trefoil Core Subset Collection

    A Description and Interpretation of the NPGS Birdsfoot Trefoil Core Subset Collection

  • On the No-Counterexample Interpretation Basic Research in Computer Science

    On the No-Counterexample Interpretation Basic Research in Computer Science

  • Lambda Calculus and Computation 6.037 – Structure and Interpretation of Computer Programs

    Lambda Calculus and Computation 6.037 – Structure and Interpretation of Computer Programs

  • Quantum Set Theory Extending the Standard Probabilistic Interpretation of Quantum Theory (Extended Abstract)

    Quantum Set Theory Extending the Standard Probabilistic Interpretation of Quantum Theory (Extended Abstract)

  • An Information-Theoretic Perspective on Model Interpretation

    An Information-Theoretic Perspective on Model Interpretation

  • On Bar Recursive Interpretations of Analysis. Powell, Thomas Rhidian John

    On Bar Recursive Interpretations of Analysis. Powell, Thomas Rhidian John

  • Gödel's Unpublished Papers on Foundations of Mathematics

    Gödel's Unpublished Papers on Foundations of Mathematics

  • An Introduction to Critical Thinking and Symbolic Logic: Volume 1 Formal Logic

    An Introduction to Critical Thinking and Symbolic Logic: Volume 1 Formal Logic

  • Constructive Zermelo-Fraenkel Set Theory, Power Set, and the Calculus of Constructions

    Constructive Zermelo-Fraenkel Set Theory, Power Set, and the Calculus of Constructions

  • Handout 5 – the Semantics of Predicate Logic LX 502 – Semantics I October 17, 2008

    Handout 5 – the Semantics of Predicate Logic LX 502 – Semantics I October 17, 2008

  • What Is Recursion?

    What Is Recursion?

Top View
  • Elementary Mathematical Logic: Introduction and Outline
  • A Computational Interpretation of the Axiom of Determinacy in Arithmetic
  • Procedural Abstraction and Recursion
  • On Polymorphic Recursion, Type Systems, and Abstract Interpretation
  • INTRODUCTION to LOGIC Lecture 1 Validity Introduction to Sets And
  • Mathematical Logic Part One
  • Refinement Types As Proof Irrelevance
  • What Is the Church-Turing Thesis?
  • Predicate Logic: Semantics, Interpretations and Environments
  • Formal Semantics and Logic.Pdf
  • First–Order Logic
  • A Friendly Introduction to Mathematical Logic Christopher C
  • Combinatorial Interpretation of the Binomial Theorem Below K and N Denote Nonnegative Integers Satisfying K ≤ N
  • Childs Axiomatizes a Set Theory, XST, That Diff
  • Realizability for Constructive Zermelo-Fraenkel Set Theory
  • Automated Reasoning Lecture 5: First-Order Logic
  • Mathematical Logic, an Introduction
  • The Foundations of Mathematics


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