Embedding problems with ramification conditions
For a solvable embedding problem over a number field \(K\), given by a group extension with abelian kernel, we find in the present paper that there exists a solution field \(M\), such that the extension \(M | K\) has a reduced ramification set, whenever \(K\) satisfies a certain condition on ideal class number.
scientific article; zbMATH DE number 4057630