On real quadratic function fields
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Erwan Le Yaouanc
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Article
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2007
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Elsevier Science
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English
β 126 KB
Let q be a power of an odd prime number p and K := F q (T ) be the rational function field with a fixed indeterminate T . For P a prime of K, let K + P be the maximal real subfield of the P th-cyclotomic function field and O K + P its ring of integers. We prove that there exists infinitely many prim