2 citations · 3 across the 4 of their papers we have counts for
6 papers
Non-vanishing mod of derived Hecke algebras of multiplicative groups over number fields, II
Jaesung Kwon
We investigate the derived Hecke action on the cohomology of an arithmetic manifold associated to the multiplicative group over a number field. Under mild assumptions, we prove tha…
Automorphic symbols and automorphic \emph{L}-values of GL(2) over imaginary quadratic fields
Jaesung Kwon
We study non-vanishing modulo primes of critical values of -functions over imaginary quadratic fields twisted by Coates--Wiles characters. For a parallel weight two Hecke eigenf…
Non-vanishing mod of derived Hecke algebra of the multiplicative group over number field
Dohyeong Kim, Jaesung Kwon
We investigate the derived Hecke action on the cohomology of an arithmetic manifold associated to the multiplicative group over a number field. The degree one part of the action is…
Cyclotomic fields are generated by cyclotomic Hecke {\it L}-values of totally real fields, II
Jaesung kwon, Hae-Sang Sun
Jun-Lee-Sun posed the question of whether the cyclotomic Hecke field can be generated by a single critical -value of a cyclotomic Hecke character over a totally real field. They…
Bianchi modular symbols and -adic -functions
Jaesung Kwon
In the present paper, we constructed the -adic -function of Bianchi modular form. Also we proved that the first homology groups are generated by the special Bianchi modular s…
Non-vanishing of special -values of cusp forms on GL(2) with totally split prime power twists
Jaesung Kwon, Hae-Sang Sun
We prove the non-vanishing of special -values of cuspidal automorphic forms on GL(2) twisted by Hecke characters of prime power orders and totally split prime power conductors.…