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On convergence of singular series for a pair of quadratic forms
Posted on:
2010-05-21
Degree:
Ph.D
Type:
Dissertation
University:
The Johns Hopkins University
Candidate:
Wright, Thomas
Full Text:
PDF
GTID:
1440390002480369
Subject:
Mathematics
Abstract/Summary:
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Examining the system of Diophantine equations f1x=x 21+...x2n =n1,f 2x=l1 x21+...ln x2n=n2, with lambdai ≠ lambda j and nui, lambda i ∈ Z , we show that the singular series S(nu) converges if n ≥ 6.
Keywords/Search Tags:
Singular series
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