Unit distance type problems for point configurations in fractal sets
Speaker:
Yumeng OuSpeaker Affiliation:
University of PennsylvaniaMay 12, 2022
https://ubc.zoom.us/j/62198385847?pwd=ZWRTTGdQazU5cTE4bXlnK3duNGpBQT09
Abstract:
Abstract: The unit distance problem in discrete geometry studies the maximum number of times the unit distance can be achieved in a given point set. In 2015, D. Oberlin and R. Oberlin formulated an analogue of this problem in the continuous setting. In this talk, I'll discuss the problem and some recent results on the extension of it to other point configurations.
Event Topic:
Event Details
May 12, 2022
2:30pm to 3:30pm
https://ubc.zoom.us/j/62198385847?pwd=ZWRTTGdQazU5cTE4bXlnK3duNGpBQT09
, , CA