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GEOMETRY SEMINAR: Metric Lines in Carnot groups
Alejandro Bravo Doddoli (UM)
Among nilpotent Lie groups, Carnot groups form a particularly important subclass, with the Heisenberg group being the most well-known...
GEOMETRY SEMINAR: How does the critical exponent see the geometry?
Beibei Liu (OSU)
Given a discrete isometry group action on the hyperbolic spaces, the critical exponent of the group measures the exponential growth rate of...
