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21 Ekim 2020, 13:40 
Sabancı Üniversitesi Cebir SeminerleriExistence theorems for r-primitive elements in finite fields Stephen D. Cohen Let r|q −1. An element of Fq is r-primitive if it has order (q −1)/r. Thus, a primitive element is 1- primitive and an r-primitive element is the rth power of a primitive element of Fq. We describe some existence theorems for general r-primitive elements and, in particular, analogues for 2-primitive elements of the following complete existence theorems for primitive elements. NOT: Join Zoom Meeting https://sabanciuniv.zoom.us/j/91658124356?pwd=RFhOSGt0VGtiakhwa05sL2lZZFU3UT09 Meeting ID: 916 5812 4356 Passcode: Algebra Cebir İngilizce FENS G035 / Online admin 19.10.2020 |
