J.-M. Bismut: Hypoelliptic Laplacian and the trace formula. Exposé donné à Singapour le 6 mai 2024 à la conférence "Index theory and complex geometry part 2" https://mediaweb.ap.panopto.com/Panopto/Pages/Viewer.aspx?id=dace2861-9be2-4d8f-9e1a-b171009aa846
J-M. Bismut: The hypoelliptic Laplacian in real and complex geometry. Exposé donné à Singapour le 3 mai 2024 à la conférence "Index geometry and complex geometry part 2"
https://mediaweb.ap.panopto.com/Panopto/Pages/Viewer.aspx?id=d84e978c-998d-4f80-8085-b17e005f7001
Matinée du 19 mars 2024 à l'Académie des Sciences consacrée à "Pascal géomètre: le plus beau métier du monde". https://youtu.be/RVGP8jYahlk?si=vMUdefwHLiZvXL2t
J.-M. Bismut: Pascal et la théorie des probabilités (28 septembre 2023, Accademia dei Lincei, Pascal. Fonti e eredità Filosofia, letteratura, scienza). https://www.lincei.it/it/manifestazioni/blaise-pascal-convegno
J.-M. Bismut: From localization formulas to orbital integrals (4 septembre 2023): Exposé donné à la conférence en l'honneur de Michèle Vergne https://archive.org/details/vergne2
J.-M. Bismut: 24 hours in the life of a mathematician (18 novembre 2021): Exposé donné au Hong Kong Laureate forum. https://youtu.be/XoYvjEOW7es
J.-M. Bismut: Coherent sheaves, superconnections and RRG (23 Août 2021, Conference on index theory and related topics, Singapour) https://mediaweb.ap.panopto.com/Panopto/Pages/Viewer.aspx?id=71377e7b-a7a6-4343-aa29-ad8e0091ad4b
J.-M. Bismut: Faisceaux cohérents, superconnexions et RRG (mai 2021, Atelier de géométrie différentielle, Montréal) https://www.youtube.com/watch?v=BRBa9hsYddE&list=PLHaWeIntAtAJd7qx9XJYCaNuKJnAc8jnB&index=1
J.-M. Bismut: Fokker-Planck operators and the center of the enveloping algebra (February 2020, conference in honor of S. Shatashvili) https://www.ihes.fr/en/conference-integrability-anomalies-and-quantum-field-theory-2/
J.-M. Bismut: Lectures in Freiburg (May 2019) on 'Hypoelliptic Laplacian and applications' https://home.mathematik.uni-freiburg.de/fedosova/HLaA/video.html
J.-M. Bismut: A Riemann-Roch theorem in Bott-Chern cohomology (a lecture given at Banff on October 28th 2019) https://www.birs.ca/events/2019/5-day-workshops/19w5051/videos/watch/201910280930-Bismut.html
J.-M. Bismut: A Riemann-Roch theorem in Bott-Chern cohomology (a lecture given at IAS on April 21 2014) https://www.qwant.com/?q=Jean-Michel%20Bismut&t=videos&o=0:ddd0dba96488195bbb2c8b7064a134b5&order=relevance&source=all
J.-M. Bismut: The hypoelliptic Laplacian: an introduction (a lecture given at I.A.S. Princeton on March 26th 2013) http://video.ias.edu/speciallectures/1213/0326-Jean-MichelBismut
J.-M. Bismut (IMPA, 25-26 2005): The hypoelliptic Laplacian. https://youtu.be/BMJvJzbEKY8
J.-M. Bismut (ICM Berlin 1998): Local index theory and higher analytic torsion (the video is made available by IMU) https://www.mathunion.org/icm/icm-videos/icm-1998-videos-berlin-germany/icm-berlin-videos-26081998
J.-M. Bismut (13th Annual Geometry festival, April 2-5 1998) Chern-Simons classes, Bott-Chern classes and analytic torsion https://youtu.be/BfRq0W66Me0