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A Remarkable Solution of the Pel1an Equation X2-py2 = -4, in the Case when p=1 |(4)| and the Class-Number of R(√p) is I


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1 Boulder, Colorado, United States
     

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Let p denote a prime = 1 (mod 4). It is wellknown that there exists a fundamental unit of R (√ p),

∈=t+u√/2>1


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  • A Remarkable Solution of the Pel1an Equation X2-py2 = -4, in the Case when p=1 |(4)| and the Class-Number of R(√p) is I

Abstract Views: 201  |  PDF Views: 0

Authors

S. Chowla
Boulder, Colorado, United States

Abstract


Let p denote a prime = 1 (mod 4). It is wellknown that there exists a fundamental unit of R (√ p),

∈=t+u√/2>1