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- Cho, Peter J.
- Lab for L-functions and arithmetic
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Sum of three squares and class numbers of imaginary quadratic fields
- Author(s)
- Cho, Peter J.
- Issued Date
- 2011-06
- Citation
- PROCEEDINGS OF THE JAPAN ACADEMY SERIES A-MATHEMATICAL SCIENCES, v.87, no.6, pp.91 - 94
- Abstract
- For a positive integer k and a certain arithmetic progression A, there exist infinitely many quadratic fields Q(root-d) whose class numbers are divisible by k and d is an element of A. From this, we have a linear congruence of the representation numbers of integers as sums of three squares.
- Publisher
- JAPAN ACAD
- ISSN
- 0386-2194
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