Información General

• Autores: Silvio Levy (coord.)
• Editores: Cambridge University Press
• Año de publicación: 1999
• Colecciones: Mathematical Sciences Research Institute publications, 35
• País: Estados Unidos
• Idioma: inglés
• ISBN: 0-521-66066-1
• Texto completo no disponible (Saber más ...)

Resumen

• Felix Klein discovered in the 1870's that the simple and elegant equation x3y + y3z + z3x (in complex projective coordinates) describes a surface having many remarkable properties, including 336-fold symmetry -- the maximum possible for any surface of this genus. Since then this object has come up in different guises in several areas of mathematics.

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Listado de artículos

• • The Eightfold Way: a Mathematical Sculpture by Helaman Ferguson

    William Thurston

    págs. 1-7

    

  • The Geometry of Klein's Riemann Surface

    Hermann Karcher, Matthias Weber

    págs. 9-49

    

  • The Klein Quartic in Number Theory

    Noam D. Elkies

    págs. 51-101

    

  • Hurwitz Groups and Surfaces

    A.Murray Macbeath

    págs. 103-113

    

  • From the History of a Simple Group

    Jeremy Gray

    págs. 115-131

    

  • Eightfold Way: the Sculpture

    Claire Ferguson

    págs. 132-173

    

  • Invariants of SL2(Fq) Aut(Fq) Acting on Cn for q = 2n ± 1

    Allan Adler

    págs. 175-219

    

  • Hirzebruch's Curves F1, F2, F4, F14, F28 for Q(71/2)

    Allan Adler

    págs. 221-285

    

  • On the Order-Seven Transformation of Elliptic Functions

    Felix Klein

    págs. 287-331