Inaugural Conference of the Fibonacci Laboratory

# On the Definition of Laplacian on Metric Measure Spaces and Comparison Results for the CD(K,N) Case

speaker: Nicola Gigli (SISSA, Trieste)

abstract: I will propose a general definition of distributional Laplacian on metric measure spaces and show that on spaces with Ricci curvature bounded from below and dimension bounded from above, the distance function is in the domain of the Laplacian and it satisfies the classical comparison estimates.

In collaboration within the ERC project GeMeThnES Grant Agreement n. 246923

timetable:
Tue 6 Mar, 10:20 - 11:20, Sala Azzurra
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