TL;DR
This paper explores the connections between the Kronecker limit formula for totally real fields, periods of CM abelian varieties, and units in abelian extensions of CM fields, highlighting their interrelations.
Contribution
It provides new insights into the relationships between these classical objects in number theory, clarifying their connections and implications.
Findings
Elucidation of the relation between Kronecker limit formula and CM abelian varieties.
Analysis of units in abelian extensions of CM fields.
New remarks on the interplay between these mathematical structures.
Abstract
We make some remarks about the relation between the Kronecker limit formula for totally real fields, (normalized) periods of CM abelian varieties, and units in abelian extensions of CM fields.
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