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Archimedean circle

  • Chapter 6 the Arbelos

    Chapter 6 the Arbelos

  • International Journal of Division by Zero Calculus Vol. 1 (January-December, 2021)

    International Journal of Division by Zero Calculus Vol. 1 (January-December, 2021)

  • TME Volume 7, Numbers 2 and 3

    TME Volume 7, Numbers 2 and 3

  • Archimedean Circles Induced by Skewed Arbeloi

    Archimedean Circles Induced by Skewed Arbeloi

  • Magic Circles in the Arbelos

    Magic Circles in the Arbelos

  • Archimedean Circles of the Collinear Arbelos and the Skewed Arbelos

    Archimedean Circles of the Collinear Arbelos and the Skewed Arbelos

  • Pappus Chain and Division by Zero Calculus

    Pappus Chain and Division by Zero Calculus

  • Ubiquitous Archimedean Circles of the Collinear Arbelos

    Ubiquitous Archimedean Circles of the Collinear Arbelos

  • The Arbelos with Overhang

    The Arbelos with Overhang

  • The Archimedean Circles of Schoch and Woo

    The Archimedean Circles of Schoch and Woo

  • Mathematical Research with Technology

    Mathematical Research with Technology

  • Some Archimedean Incircles in an Arbelos

    Some Archimedean Incircles in an Arbelos

  • DIVISION by ZERO CALCULUS (Draft)

    DIVISION by ZERO CALCULUS (Draft)

  • Archimedean Adventures

    Archimedean Adventures

  • The Square of the Arbelos Hiroshi Okumura

    The Square of the Arbelos Hiroshi Okumura

  • Arbeloi Determined by a Chord and Solutions to Problems 2017-3-8 and 2019-3-4

    Arbeloi Determined by a Chord and Solutions to Problems 2017-3-8 and 2019-3-4

  • Hiroshi Okumura, the Arbelos in Wasan Geometry: Ootoba's Problem and Archimedean Circles, Pp.91-97

    Hiroshi Okumura, the Arbelos in Wasan Geometry: Ootoba's Problem and Archimedean Circles, Pp.91-97

  • FAMOUS PUZZLES of Great Mathematicians

    FAMOUS PUZZLES of Great Mathematicians

Top View
  • Hiroshi Okumura, Remarks on Archimedean Circles of Nagata And
  • A Pair of Archimedean Incircles


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