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Primitive notion

  • Basic Concepts of Set Theory, Functions and Relations 1. Basic

    Basic Concepts of Set Theory, Functions and Relations 1. Basic

  • The Development of Mathematical Logic from Russell to Tarski: 1900–1935

    The Development of Mathematical Logic from Russell to Tarski: 1900–1935

  • Definitions and Nondefinability in Geometry 475 2

    Definitions and Nondefinability in Geometry 475 2

  • Taboo Versus Axiom

    Taboo Versus Axiom

  • Gödel's Unpublished Papers on Foundations of Mathematics

    Gödel's Unpublished Papers on Foundations of Mathematics

  • Formal System Having Just One Primitive Notion

    Formal System Having Just One Primitive Notion

  • Neo-Logicism? an Ontological Reduction of Mathematics to Metaphysics

    Neo-Logicism? an Ontological Reduction of Mathematics to Metaphysics

  • Bertrand Russell – Principles of Mathematics

    Bertrand Russell – Principles of Mathematics

  • A Set Theory Formalization

    A Set Theory Formalization

  • Tarski and Primitivism About Truth

    Tarski and Primitivism About Truth

  • The Axiom of Choice and the Class of Hyperarithmetic Functions

    The Axiom of Choice and the Class of Hyperarithmetic Functions

  • Bertrand Russell's Logic

    Bertrand Russell's Logic

  • FOUNDATIONS and PHILOSOPHY Philosophers Investigate Notions

    FOUNDATIONS and PHILOSOPHY Philosophers Investigate Notions

  • Of Pigs and Primitive Notions

    Of Pigs and Primitive Notions

  • VU Research Portal

    VU Research Portal

  • The Category of Sets

    The Category of Sets

  • Brief History and Paradoxes on Primitive Notion of Set

    Brief History and Paradoxes on Primitive Notion of Set

  • The Substitutional Analysis of Logical Consequence

    The Substitutional Analysis of Logical Consequence

Top View
  • Russell and Frege on the Logic of Functions
  • FOUNDATIONS and PHILOSOPHY Philosophers Investigate Notions
  • Mathematical Logic (Math 570) Lecture Notes
  • MATHEMATICAL LOGIC Narrowly Construed, Mathematical Logic Is the Study of Definition and Inference in YIANNIS N
  • Orthogonality As Single Primitive Notion for Metric Planes
  • A Defense of Logicism∗ and Theorems of Mathematics Are Derivable from Logical Truths and Ana- Lytic Truths
  • Handbook of Set Theory Matthew Foreman  Akihiro Kanamori Editors
  • An Argument for Minimal Logic
  • Does Mathematics Need Something Other Than Logic?
  • Truth in Mathematics: the Question of Pluralism∗
  • EUCLID AFTER COMPUTER PROOF-CHECKING 3 Mathematical Assoc
  • Carnap on the Foundations of Logic and Mathematics∗
  • What Is Tarski's Theory of Truth?
  • Foundations of Mathematics: a Discussion of Sets and Types
  • Foundations of Mathematics
  • On the Methodology of Informal Rigour: Set Theory, Semantics
  • Set Theory and Logic: Fundamental Concepts (Notes by Dr
  • Logic As the Universal Science. Bertrand Russell's Early


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