Incidences of Möbius transformations in 𝔽_p [article]

Audie Warren, James Wheeler
2021 arXiv   pre-print
We develop the methods used by Rudnev and Wheeler to prove an incidence theorem between arbitrary sets of Möbius transformations and point sets in 𝔽_p^2. We also note some asymmetric incidence results, and give applications of these results to various problems in additive combinatorics and discrete geometry.
arXiv:2107.12286v1 fatcat:3yza4ye37zfulmwsw5wo6eewvm