New Characterizations of Kronecker Equiv
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M. Lochter
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Article
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1995
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Elsevier Science
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English
β 732 KB
Two number fields \(K\left|k, K^{\prime}\right| k\) are called Kronecker equivalent over \(k\) iff the sets of primes of \(k\) having a prime divisor of first degree in \(K\) respectively in \(K^{\prime}\) coincide up to at most finitely many exceptions. We give some new characterizations of Kroneck