Amiya Mondal
TIFR, Mumbai
September 8, 2016
Degree and conductor of certain local $L$-functions: The `Local Langlands Correspondence' is characterized by the behavior of certain invariants, namely, the `local $L$-functions' and the `conductors of pairs'. Let $F$ be a non-archimedean local field. In this talk, we present a systematic study of the `degree' and `conductor' of the $L$-functions for various functorial lifts associated to supercuspidal representations of the group $GL(n,F)$.
TIFR, Mumbai
September 8, 2016
Degree and conductor of certain local $L$-functions: The `Local Langlands Correspondence' is characterized by the behavior of certain invariants, namely, the `local $L$-functions' and the `conductors of pairs'. Let $F$ be a non-archimedean local field. In this talk, we present a systematic study of the `degree' and `conductor' of the $L$-functions for various functorial lifts associated to supercuspidal representations of the group $GL(n,F)$.