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2021.12.15 Jacopo Somaglia, University of Milan

Star-finite coverings of Banach spaces

In the first part of the talk, we provide a brief overview of tilings and coverings of Banach spaces. Then, some recent results in this context will be discussed. In particular, we will focus on star-finite coverings of Banach spaces by bodies. A family of subsets of a real normed space is called star-finite if each member of the family intersects at most finitely many other members. Part of the contents of the talk is included in joint work with C.A. De Bernardi, and L. Vesely.

Link to the talk.

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