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Real closed field

  • Bounded Pregeometries and Pairs of Fields

    Bounded Pregeometries and Pairs of Fields

  • Formal Power Series - Wikipedia, the Free Encyclopedia

    Formal Power Series - Wikipedia, the Free Encyclopedia

  • Sturm's Theorem

    Sturm's Theorem

  • Super-Real Fields—Totally Ordered Fields with Additional Structure, by H. Garth Dales and W. Hugh Woodin, Clarendon Press

    Super-Real Fields—Totally Ordered Fields with Additional Structure, by H. Garth Dales and W. Hugh Woodin, Clarendon Press

  • Pseudo Real Closed Field, Pseudo P-Adically Closed Fields and NTP2

    Pseudo Real Closed Field, Pseudo P-Adically Closed Fields and NTP2

  • Factorization in Generalized Power Series

    Factorization in Generalized Power Series

  • Real Closed Fields

    Real Closed Fields

  • Perron-Frobenlus Theory Over Real Closed Fields and Fractional Power Series Expanslons*

    Perron-Frobenlus Theory Over Real Closed Fields and Fractional Power Series Expanslons*

  • Using Infinitesimals for Algorithms in Real Algebraic Geometry

    Using Infinitesimals for Algorithms in Real Algebraic Geometry

  • Arxiv:1702.04163V3 [Math.LO]

    Arxiv:1702.04163V3 [Math.LO]

  • On the Complexity of Real Functions

    On the Complexity of Real Functions

  • Real Closed Fields with Nonstandard and Standard Analytic Structure

    Real Closed Fields with Nonstandard and Standard Analytic Structure

  • [12] Is Usually Discussed in the Context of Formal Languages and Model Theory

    [12] Is Usually Discussed in the Context of Formal Languages and Model Theory

  • New Coins from Old: Computing with Unknown Bias

    New Coins from Old: Computing with Unknown Bias

  • Intersections of Real Closed Fields

    Intersections of Real Closed Fields

  • Model Theory of Real Closed Fields

    Model Theory of Real Closed Fields

  • REAL CLOSED FIELDS and MODELS of FRAGMENTS of ARITHMETIC (Joint Work P

    REAL CLOSED FIELDS and MODELS of FRAGMENTS of ARITHMETIC (Joint Work P

  • A Purely Algebraic Proof of the Fundamental Theorem of Algebra

    A Purely Algebraic Proof of the Fundamental Theorem of Algebra

Top View
  • Real Algebraic Geometry Lecture Notes (05: 03/11/09)
  • Arxiv:0808.0097V4
  • Surreal Numbers with Derivation, Hardy Fields and Transseries: a Survey
  • Hyperreals and Their Applications
  • Sums of Squares for Real-Closed Fields
  • Approximation De Artin
  • Polynomials and Fields: a Course at the 2015 Ross Mathematics Program
  • Ordered Fields, the Purge of Infinitesimals from Mathematics And
  • Arxiv:1606.07284V1 [Math.AG] 23 Jun 2016 Elnme.Tera Lsr Stu Elcoe field Closed Real a Thus Is Closure Real the Number
  • Computation in Real Closed Infinitesimal and Transcendental
  • 2010 SUMMER COURSE on MODEL THEORY Contents Introduction 2
  • Pre-Publication Accepted Manuscript
  • Real Closed Exponential Fields
  • On Approximate and Algebraic Computability Over the Real Numbers
  • FEW Tutorial 1: Hyperreals and Their Applications
  • Super Real Closed Rings
  • The Theory of a Real Closed Field and Its Algebraic Closure
  • 7 Real Closed Fields and O-Minimality


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