Skip to main content
The English version of this website is provided through automatic translation.

Quick access

  • Events
  • Audios & videos
  • Chaires
  • FR
  • FR

Navigation principale

  • Public lectures
    • Agenda
    • Audio & video
    • Current chairs
    • Special events
    • Guest lecturers
    • All public lectures
  • Research
  • Libraries
  • Publishing
  • Le Collège de France
    • The Collège and its history
    • The chairs
    • Awards
    • Special events
    • Special initiatives
    • Digital resources
    • The Collège de France Foundation
    • The Hugot Foundation
    • PSL University
    • Doctoral studies
    • Working at the Collège de France
    • News
    • Visiting the Collège de France

Quick access

  • Events
  • Audios & videos
  • Chaires
01 Sep 1997
Lecture

Hopf algebras, cyclic cohomology and transverse index theorem

01 Sep 1997
  • Facebook
  • LinkedIn
  • Bluesky
  • Threads
  • Copy url
    Monday 1 September 1997
    See also:
    • Alain Connes

    In my lecture this year, I solved the problem of calculating (by a local formula) the index of transversely hypoelliptic operators for foliations. Occasionally, I've introduced cyclic cohomology for Hopf algebras.

    Documents and media

    • Download the Abstract
      pdf (1.88 MB)

    See also

    Alain Connes, chair Analysis and geometry

    Breadcrumb

    1. Home
    2. Statutory Chairs
    3. Alain Connes, chair Analysis and geometry
    4. Public lectures
    5. Hopf algebras, cyclic cohomology and transverse index theorem

    Shortcuts

    • Agenda
    • Audio & video
    • Podcasts
    • News
    • Press & logo kit
    • The Collège in 10 questions
    • Doctoral studies
    • Working at the Collège de France
    • Public procurement
    • Newsletter
    • Visit the Collège de France
    • Patrons and donors

    Our websites

    • Intranet
    • Omnia
    • Salamandre
    • Colligere
    • Collège de France Foundation
    • PAUSE program
    • Avenir Commun Durable
    • La Vie des idées
    • Campus de l’innovation pour les lycées

    Subscribe to our newsletter

    Follow us

    Donate

    Footer menu

    • Location and contact
    • Legal notice
    • Credits
    • Accessibility: not-compliant