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Rational Points on the Sphere
Authors:Duke  W
Institution:(1) UCLA Mathematics Department, Box 951555, Los Angeles, California, 90095-1555
Abstract:Using only basic tools from the theory of modular forms, the rational points of bounded height on the sphere are counted and shown to be uniformly distributed. The more difficult case of points with a given height is also treated.
Keywords:sphere  Shimura lift  Rankin-Selberg
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