By Dubi Kelmer and Shucheng Yu

Relying on the classical second moment formula of Rogers we give an effective asymptotic formula for the number of integer vectors *v* in a ball of radius *t*, with value *Q(v)* in a shrinking interval of size *t^{-\kappa}*, that is valid for almost all indefinite quadratic forms in *n* variables... Show more

December 11, 2018

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Values of random polynomials in shrinking targets

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