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Projective hierarchy

  • Topology and Descriptive Set Theory

    Topology and Descriptive Set Theory

  • Abstract Determinacy in the Low Levels of The

    Abstract Determinacy in the Low Levels of The

  • Descriptive Set Theory

    Descriptive Set Theory

  • Determinacy and Large Cardinals

    Determinacy and Large Cardinals

  • Borel Hierarchy and Omega Context Free Languages Olivier Finkel

    Borel Hierarchy and Omega Context Free Languages Olivier Finkel

  • Towards a Descriptive Theory of Cb 0-Spaces

    Towards a Descriptive Theory of Cb 0-Spaces

  • Paul B. Larson a BRIEF HISTORY of DETERMINACY §1. Introduction

    Paul B. Larson a BRIEF HISTORY of DETERMINACY §1. Introduction

  • Effective Descriptive Set Theory

    Effective Descriptive Set Theory

  • Descriptive Set Theory, by Yiannis N. Moschovakis, Studies in Logic and the Foundations of Mathematics, Vol

    Descriptive Set Theory, by Yiannis N. Moschovakis, Studies in Logic and the Foundations of Mathematics, Vol

  • These Are First-Draft Lecture Notes Issued for an Optional PG Theory

    These Are First-Draft Lecture Notes Issued for an Optional PG Theory

  • Representing Projective Sets As Unions of Borel Sets

    Representing Projective Sets As Unions of Borel Sets

  • Equivalences of Determinacy Between Levels of the Borel Hierarchy and Long Games, and Some Generalizations

    Equivalences of Determinacy Between Levels of the Borel Hierarchy and Long Games, and Some Generalizations

  • A Proof of Projective Determinacy

    A Proof of Projective Determinacy

  • A BRIEF HISTORY of DETERMINACY §1. Introduction

    A BRIEF HISTORY of DETERMINACY §1. Introduction

  • On the Relative Consistency Strength of Determinacy Hypothesis Author(S): Alexander S

    On the Relative Consistency Strength of Determinacy Hypothesis Author(S): Alexander S

  • On the Relative Consistency Strength of Determinacyhypotheses by Alexander S

    On the Relative Consistency Strength of Determinacyhypotheses by Alexander S

  • The Set of Infinite Sequences of Natu­ Ral Numbers, Called

    The Set of Infinite Sequences of Natu­ Ral Numbers, Called "Reals." We Let Lp{ Denote the Collection of Open Subsets of R, and IIÇ the Closed Sets

  • Descriptive Set Theory and Forcing

    Descriptive Set Theory and Forcing

Top View
  • Welch, P. D. (2018). the Ramified Analytical Hierarchy Using Extended Logics
  • Applications of Large Cardinal Axioms to the Theory of Measurable Selection
  • Classical Descriptive Set Theory
  • THE AXIOM of DETERMINATENESS Jens Erik Fenstad
  • A Model of Set Theory in Which Every Set of Reals Is Universally Baire
  • ON a QUESTION of SIERPI´NSKI 1. Introduction a Set of Real Numbers Is
  • Recursion Theory in Set Theory
  • Large Cardinals and Determinacy
  • Projective Determinacy (Set Theory/Descriptive Set Theory/Large Crdinals) DONALD A
  • Introduction to Classical Descriptive Set Theory
  • Arxiv:1308.6318V1 [Math.LO] 28 Aug 2013 Date .Tecascleetv Orsodne27 26 Theory Set Descriptive Invariant 11 Correspondence Pointclasses Classical-Effective 6
  • Dedicated to the Mermry of Ozristos D. Pap1kyriakopoulos
  • New Directions in Descriptive Set Theory Author(S): Alexander S


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