H. Q. Liu
Abstract
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Abstract We present an elementary method for studying the problem of getting an asymptotic formula that is better than Hooley’s and Heath-Brown’s results for certain cases.
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Abstract We present an elementary method for studying the problem of getting an asymptotic formula that is better than Hooley’s and Heath-Brown’s results for certain cases.
Key concepts: Mathematics, Divisor (algebraic geometry), Arithmetic, Dirichlet distribution, Algebra over a field, Pure mathematics, Mathematical analysis, Boundary value problem