Class Numbers of Orders in Cubic Fields
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Anton Deitmar
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Article
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2002
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Elsevier Science
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English
โ 185 KB
In this paper it is shown that the sum of class numbers of orders in complex cubic fields obeys an asymptotic law similar to the prime numbers as the bound on the regulators tends to infinity. Here only orders are considered which are maximal at two given primes. This result extends work of Sarnak i