Elliptic units and class fields of global function fields
Printed: Dec 1997
Elliptic units of global function fields were first studied by
D.~Hayes in the case that $\deg\infty$ is assumed to be $1$, and he
obtained some class number formulas using elliptic units. We
generalize Hayes' results to the case that $\deg\infty$ is arbitrary.
11R58 - Arithmetic theory of algebraic function fields [See also 14-XX]
11G09 - Drinfel'd modules; higher-dimensional motives, etc. [See also 14L05]