Lecture Room B, 4th Floor, The 3rd General Building, NTHU
(清華大學綜合三館 4樓B演講室)
On Multiple Zeta Values with Different Constant Fields
Daichi Matsuzuki (Nagoya University)
Abstract
The definitions of multiple zeta values in arithmetic of positive characteristic function fields, which are introduced by Thakur (2004), depend on the field of constants of the chosen function field. Chang, Papanikolas, and Yu (2011) proved that there exist no algebraic relations which relate single zeta values with different constant fields. In the talk, we generalize their result to the higher depth setting and give an outline of the proof.
Organizers: Chieh-Yu Chang (NTHU), Fu-Tsun Wei (NTHU)
