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28 Nisan 2021, 13:40 
Sabancı Üniversitesi Cebir SeminerleriClassification of Preperiodic Points of Cubic PCF Polynomials Murat Uyar In arithmetic dynamics, one of the main conjectures is the uniform boundedness of preperiodic points of rational maps of a given degree over a number field. In this talk, we first show how to classify cubic post-critically finite polynomials defined over Q up to linear conjugacy. Using certain algorithms that were introduced by Silverman and Hutz, we will show that the number of preperiodic points of a cubic post-critically finite polynomial defined over Q cannot exceed 6. NOT: Meeting ID: 917 3582 7843 Passcode: algebra Cebir İngilizce Online İlgili Web Bağlantısı admin 27.04.2021 |
