John H. Hubbard

John Hamal Hubbard (* October 1945 ) is an American mathematician.

Hubbard received his doctorate in 1973 at the University of Paris-Sud in Adrien Douady ( Sur les sections analytiques de la courbe de universal Teichmüller ). He is a professor at Cornell University. At the same time he is I. at the University of Provence Aix -Marseille

He deals with differential equations, differential geometry, iteration of polynomial maps ( Mandelbrot set ) and dynamics in several complex variables. He worked in France in particular with Adrien Douady together. For example, both proved that the Mandelbrot set is connected.

Writings

  • Teichmüller theory and applications to geometry, topology and dynamics, Vol 1 ( Teichmüller theory ), Matrix Editions, 2008
  • Barbara Burke Hubbard Vector calculus, linear algebra and differential forms - a unified approach, 2nd edition, Prentice- Hall 2002
  • Beverly West: Differential equations - a dynamical systems approach, 2 volumes, Springer 1991, 1995
  • With Florence Hubert: Calcul Scientifique, 2 volumes, 2006 Vuibert
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