Speaker:
Malabika PramanikSpeaker Affiliation:
UBCMarch 22, 2023
UBC, room MATH126
Vancouver, BC
CanadaAbstract:
The distance set of a set E consists of all non-negative numbers
that represent distances between pairs of points in E. If E is quantifiably
large, how large is its distance set? How does the structure of E influence
the distribution of its distances? Questions of this nature play a
fundamental role in geometric measure theory. This talk will report on
joint work with Senthil Raani, investigating various properties of
distances generated by sparse (less than full-dimensional) Euclidean sets.
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https://ubc.zoom.us/j/65438171027?pwd=aGF3a0VnYVlEVHR5V3U0dWFGQWE5dz09
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Event Details
March 22, 2023
10:00am to 11:00am
UBC, room MATH126
Vancouver, BC, CA