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Ferdinand von Lindemann

  • Arnold Sommerfeld in Einigen Zitaten Von Ihm Und Über Ihn1

    Arnold Sommerfeld in Einigen Zitaten Von Ihm Und Über Ihn1

  • 50 Mathematical Ideas You Really Need to Know

    50 Mathematical Ideas You Really Need to Know

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    The Ubiquity of Phi in Human Culture & the Natural World

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    The Story of Π

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    Carathéodory, Constantin

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    Indiana Pols Forced to Eat Humble Pi: the Curious History of an Irrational Number

  • The Transcendence of Pi Has Been Known for About a Century

    The Transcendence of Pi Has Been Known for About a Century

  • Abstracts of Talks Presented to the Indiana Section of the Maa

    Abstracts of Talks Presented to the Indiana Section of the Maa

  • Mathematicians Timeline

    Mathematicians Timeline

  • MATH 5400, History of Mathematics Lecture 10: 1900

    MATH 5400, History of Mathematics Lecture 10: 1900

  • Carl Louis Ferdinand Von Lindemann

    Carl Louis Ferdinand Von Lindemann

  • History of Mathematics the Early Years

    History of Mathematics the Early Years

  • The 2010 Math Trivia Challenge

    The 2010 Math Trivia Challenge

  • Assistent Bei Arnold Sommerfeld Und Bei David Hilbert

    Assistent Bei Arnold Sommerfeld Und Bei David Hilbert

  • Revisiting Hilbert's “Non-Ignorabimus”

    Revisiting Hilbert's “Non-Ignorabimus”

  • Kutta, Martin Wilhelm

    Kutta, Martin Wilhelm

  • Georgia Augusta 6 | 2008 7 ZAHLEN, FORMELN, UNGELÖSTE RÄTSEL

    Georgia Augusta 6 | 2008 7 ZAHLEN, FORMELN, UNGELÖSTE RÄTSEL

  • Basic Set Theory

    Basic Set Theory

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  • Early Greek Mathematics: the Heroic Age
  • Encyclopedia of Scientific Principles, Laws, and Theories
  • Squaring the Circle: Ancient Problems and Modern Solutions
  • Hurwitz's Complex Continued Fractions
  • Hilbert's Problems (1) the Origin of the Coordinates Hilbert and Göttingen
  • MATH 4400, History of Mathematics Turn of the 19Th to 20Th Centuries, the Computer Age
  • Lecture 6. Three Famous Geometric Construction Problems
  • Review Of" the Science on Women and Science" Edited by CH Sommers
  • Ferdinand Von Lindemann
  • Lindemann-Weierstrass Theorem with a Bit of Π by Sonia Valenzuela
  • 1 Introduction 2 History 3 Irrationality
  • Pi Is Transcendental: Von Lindemann’S Proof Made Accessible to Today’S Undergraduates
  • 6 Sense, the Circle Would Not Be Squarable (At Least by This Method
  • Werner Karl Heisenberg
  • Oskar Perron Und Die Klassische Mathematik 13 PLENARVERSAMMLUNGEN


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