Linear Independence of -Logarithms over the Eisenstein Integers
Linear Independence of -Logarithms over the Eisenstein Integers
For fixed complex q with | q | > 1, the q ‐logarithm L q is the meromorphic continuation of the series ∑ n >0 z n /( q n − 1), | z | <| q |, into the whole complex plane. If K is an algebraic number field, …