Teichmüller curves in genus three and just likely intersections in G[n][m] × G[n][a] Relative Stanley-Reisner theory and Upper Bound Theorems for Minkowski sums On the Fukaya category of a Fano hypersurface in projective space Diffeomorphisms with positive metric entropy

Author(s)

    • Bainbridge, Matt
    • Habegger, Philipp
    • Möller, Martin
    • Adiprasito, Karim A.
    • Sanyal, Raman
    • Sheridan, Nick
    • Avila, A.
    • Crovisier, S.
    • Wilkinson, A.

Bibliographic Information

Teichmüller curves in genus three and just likely intersections in G[n][m] × G[n][a] . Relative Stanley-Reisner theory and Upper Bound Theorems for Minkowski sums . On the Fukaya category of a Fano hypersurface in projective space . Diffeomorphisms with positive metric entropy

by Matt Bainbridge, Philipp Habegger, and Martin Möller . by Karim A. Adiprasito and Raman Sanyal . by Nick Sheridan . by A. Avila, S. Crovisier, and A. Wilkinson

(Publications mathématiques, no 124)

Institut des hautes études scientifiques , Springer, 2016

Available at  / 8 libraries

Search this Book/Journal

Note

At head of title: Institut des hautes études scientifiques

"[n]" is superscript

"[m]", "[a]" is subcsript

Includes bibliographical references

Related Books: 1-1 of 1

Details

  • NCID
    BB23392115
  • Country Code
    fr
  • Title Language Code
    eng
  • Text Language Code
    eng
  • Place of Publication
    Bures-sur-Yvette,Berlin
  • Pages/Volumes
    347 p.
  • Size
    27 cm
  • Parent Bibliography ID
Page Top