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Transfer principle

  • An Introduction to Nonstandard Analysis 11

    An Introduction to Nonstandard Analysis 11

  • 0.999… = 1 an Infinitesimal Explanation Bryan Dawson

    0.999… = 1 an Infinitesimal Explanation Bryan Dawson

  • Connes on the Role of Hyperreals in Mathematics

    Connes on the Role of Hyperreals in Mathematics

  • Lecture 25: Ultraproducts

    Lecture 25: Ultraproducts

  • Full-Text

    Full-Text

  • Exploring Euler's Foundations of Differential Calculus in Isabelle

    Exploring Euler's Foundations of Differential Calculus in Isabelle

  • 4. Basic Concepts in This Section We Take X to Be Any Infinite Set Of

    4. Basic Concepts in This Section We Take X to Be Any Infinite Set Of

  • Hyperreal Calculus MAT2000 ––Project in Mathematics

    Hyperreal Calculus MAT2000 ––Project in Mathematics

  • What Makes a Theory of Infinitesimals Useful? a View by Klein and Fraenkel

    What Makes a Theory of Infinitesimals Useful? a View by Klein and Fraenkel

  • When Is .999... Less Than 1?

    When Is .999... Less Than 1?

  • Arxiv:0811.0164V8 [Math.HO] 24 Feb 2009 N H S Gat2006393)

    Arxiv:0811.0164V8 [Math.HO] 24 Feb 2009 N H S Gat2006393)

  • Small Oscillations of the Pendulum, Euler's Method, and Adequality

    Small Oscillations of the Pendulum, Euler's Method, and Adequality

  • Which Numbers Are Real? Are Numbers Which / MAA AMS

    Which Numbers Are Real? Are Numbers Which / MAA AMS

  • Infinitesimal Methods in Mathematical Economics

    Infinitesimal Methods in Mathematical Economics

  • Hyperreal Structures Arising from an Infinite Base Logarithm

    Hyperreal Structures Arising from an Infinite Base Logarithm

  • Elementary Hyperreal Analysis

    Elementary Hyperreal Analysis

  • Gottfried Wilhelm Leibniz (1646 – 1716)

    Gottfried Wilhelm Leibniz (1646 – 1716)

  • Who Gave You the Cauchy-Weierstrass Tale? The

    Who Gave You the Cauchy-Weierstrass Tale? The

Top View
  • MATH601 Spring 2008 Handout 6 Unit 3: Hyperreal Numbers in This
  • Lectures on the Hyperreals an Introduction to Nonstandard Analysis
  • A New Model of Computation in Nonstandard Analysis
  • NONSTANDARD ANALYSIS and TOPOLOGY 1. a Little History
  • Nonstandard Analysis for Some Convergence Sequences Theories Via a Transfer Principle
  • Hyperreals and a Brief Introduction to Non-Standard Analysis Math 336
  • Nelson's Internal Set Theory
  • What Makes a Theory of Infinitesimals Useful? a View by Klein and Fraenkel," Journal of Humanistic Mathematics, Volume 8 Issue 1 (January 2018), Pages 108-119
  • Arxiv:1812.00575V2 [Math.GR]
  • Approaches to Analysis with Infinitesimals Following Robinson, Nelson, and Others
  • True Infinitesimal Differential Geometry Mikhail G. Katz∗ Vladimir
  • Zfcω: a Nonstandard Set Theory Where All Sets Have Nonstandard Extensions
  • Amiel-Cowell
  • Internal Set Theory
  • Differential and Integral Calculus in Ultrapower
  • The Correctness of Euler's Method for the Factorization of the Sine Function Into an Infinite Product
  • A Transfer Principle and Applications to Eigenvalue Estimates for Graphs Omid Amini, David Cohen-Steiner
  • Hyperreals and Their Applications


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