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22 Nisan 2024, 13:30 
Bilkent Üniversitesi SeminerleriApplications of Gauss and Kummer Sums to Arithmetic Progressions Haydar Göral In 1975, Szemeredi proved that any subset of positive integers with positive upper density contains arbitrarily long arithmetic progressions. In this talk, we consider the finite field analog and using Gauss and Kummer sums, we find the exact number of arithmetic progressions in certain subsets of finite fields. NOT: https://zoom.us/j/95022458633?pwd=N3NvWUVKU0VDdlA4WDE0Y2JUa1BzZz09 Meeting ID: 950 2245 8633 Passcode: 146664 Sayılar Teorisi İngilizce Zoom iyte 19.04.2024 |
