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BRANNER-HUBBARD Motion without Dynamics

This conference, held in Ann Arbor from May 12-17, pays tribute to Juha Heinonen and Adrien Douady. It explores the Branner-Hubbard Motion and its connections to harmonic atlases, conjectures, and multifractality.

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BRANNER-HUBBARD Motion without Dynamics

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  1. BRANNER-HUBBARD Motion without Dynamics Quasiconformal Mappings and Analysis on Metric Spaces, Ann Arbor, May 12-17, In the memory of Juha Heinonen Michel Zinsmeister, MAPMO, UMR 6628,Orléans, France

  2. To the memory of Juha

  3. Adrien Douady’s last work: Branner-Hubbard Motion without Dynamics. 1) The harmonic Atlas 2) Branner Hubbard Motion. 3) Conjectures, perspectives and some results 4) Link with multifractality

  4. 1) The harmonic Atlas

  5. The historical example: Quadratic polynomials.

  6. 2) The Branner-Hubbard Motion

  7. BRANNER-HUBBARD Motion:

  8. 3) Conjectures and some results.

  9. c1 c2 c3 G(c2) G(c3) G(c1)

  10. 4) Connection with multifractality

  11. a b

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