Web31. avg 2024. · Brandon Hanson was supported by the NSF Award 2001622. Oliver Roche-Newton was partially supported by the Austrian Science Fund FWF Projects P 30405-N32 and P 34180. Misha Rudnev is partially supported by the Leverhulme Trust Grant RPG-2024-371. We are grateful to Antal Balog, Peter Bradshaw, Brendan Murphy and Audie … WebAU - Roche-Newton, Oliver. AU - Rudnev, Misha. AU - Shkredov, Ilya D. N1 - This is a revised version: Theorem 1 was incorrect as stated. We give its correct statement; this does not seriously affect the main arguments throughout the paper. Also added is a seres of remarks, placing the result in the context of the current state of the art
Oliver Roche-Newton
WebAn energy bound in the affine group (with Oliver Roche-Newton, Misha Rudnev and Audie Warren), International Mathematics Research Notices, volume 2024, issue 2, pp. 1154-1172, 2024. Journal arXiv. 16. Web07. jul 2024. · Oliver Roche-Newton. Symbolic Computation Group. Sum-product theory revolves around the fundamental idea that additive and multiplicative structures cannot coexists in sets of numbers. The most famous manifestation of this principle is the Erdős-Szemerédi sum-product conjecture, which says that any set of integers must determine … blitz azalis dash speedpaint
Improved bounds for pencils of lines Request PDF - ResearchGate
Web04. apr 2024. · Oliver Roche-Newton. Johannes Kepler Universität, Linz, Austria. Home. Publications and Preprints. Teaching. CV. Contact. More. Oliver Roche-Newton. 69 Altenberger Straße. Johannes Kepler Universität. Linz 4040. Austria o dot rochenewton at gmail dot com ... Web05. okt 2024. · From: Oliver Roche-Newton [v1] Mon, 5 Oct 2024 14:26:47 UTC (13 KB) Full-text links: Download: Download a PDF of the paper titled Sums, products and dilates … WebOliver Roche-Newton. RICAM. Verified email at ricam.oeaw.ac.at - Homepage. combinatorics number theory. Articles Cited by Public access. Title. Sort. Sort by citations Sort by year Sort by title. Cited by. Cited by. Year; New sum-product type estimates over finite fields. O Roche-Newton, M Rudnev, ID Shkredov. free amazon books for kindle