Mathematics Program Presents
A Geometric Wieferich Conjecture
Thursday, February 16, 2017
Hegeman 308
4:45 pm EST/GMT-5
4:45 pm EST/GMT-5
John Cullinan, Mathematics Program
In 1909 Arthur Wieferich proposed a way to attack Fermat's last theorem by introducing a variant on Fermat's little theorem. His idea has since been refined and now forms what is known as the "Wieferich Conjecture". Even though Fermat's last theorem has been proved, the Wieferich conjecture remains open and a major area of research in modern number theory. In this talk, I will explain the Wieferich conjecture, its modern geometric interpretation, and my current research project. This talk should be suitable for all students who are currently in Math 261 (Proofs and Fundamentals) or beyond. In particular, we will make extensive use of modular arithmetic. Refreshments to follow immediately in the Math Common Room.
For more information, call 845-758-7104, or e-mail [email protected].
Time: 4:45 pm EST/GMT-5
Location: Hegeman 308