Explicit estimates for the count of integral ideals in number fields are derived with error terms that grow much more slowly with the degree n than the standard n^{n^2} bound.
Einführung in die Elementare und Analytische Theorie der Algebraischen Zahlen und der Ideale , year =
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Explicit counting of ideals in number fields of arbitrary degree
Explicit estimates for the count of integral ideals in number fields are derived with error terms that grow much more slowly with the degree n than the standard n^{n^2} bound.