Null Distance and Convergence of Warped Product Spacetimes

Brian Allen (University of Hartford)

03-Jul-2020, 15:00-16:00 (5 years ago)

Abstract: The null distance was introduced by Christina Sormani and Carlos Vega as a way of turning a spacetime into a metric space. This is particularly important for geometric stability questions relating to spacetimes such as the stability of the positive mass theorem. In this talk, we will describe the null distance, present properties of the metric space structure, and examine the convergence of sequences of warped product spacetimes equipped with the null distance. This is joint work with Annegret Burtscher.

differential geometrymetric geometry

Audience: researchers in the topic


mms&convergence

Series comments: Join Zoom Meeting: cuaieed-unam.zoom.us/j/84506421108?pwd=cjM5Q3NZR2gyQnV3Sjdqci80RkVSUT09

Meeting ID: 845 0642 1108 Passcode: 182795

Organizers: Raquel Perales*, Daniele Semola*
*contact for this listing

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