Polynomial corners over finite field
Laurence P. Wijaya (University of Kentucky)
| Sat Jul 18, 19:30-19:55 (8 days from now) | |
| Lecture held in Science Center in the CUNY Graduate Center (4th floor). |
Abstract: We study the size of subset $\mathbf{F}_p$ with $p$ primes goes to infinity not containing a configuration of the form $(x,y),(x+P(z),y),(x,y+P(z))$ for some polynomial $P$ of degree at least $3$. Similar result was found by Kravitz, Kuca, and Leng for the integer setting under some conditions. Our result provides better bound in the $\mathbf{F}_p$ setting.
number theory
Audience: researchers in the topic
Combinatorial and additive number theory seminar (CANT 2026)
| Organizer: | Mel Nathanson* |
| *contact for this listing |
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