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Titlebook: International Symposium in Memory of Hua Loo Keng; Volume I Number Theo Sheng Gong,Qi-Keng Lu,Lo Yang Book 1991 Springer-Verlag Berlin Heid

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,Fourth Power Mean Value of Dirichlet’s ,-Functions,Let .≥ 2 be an integer. In this paper we shall consider the fourth power mean value of Dirichlet’s .-functions of the following type: .
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978-3-662-07983-6Springer-Verlag Berlin Heidelberg 1991
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Overview: 978-3-662-07983-6978-3-662-07981-2
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https://doi.org/10.1007/978-3-662-07981-23-Function; 3-Funktion; Diophantine inequality; Diophantische Ungleichung; Goldbachsche Vermutung; Siebme
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Three Primes Theorem in a Short Interval (II),ts in a short interval. Afterwards, Professor Pan Cheng-dong and Pan Chengbiao pointed out that there was a defect in the proof of [2] and [3]. They provided a pure analytic proof by complex integral method. Precisely, they proved the following result:
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Small Prime Solutions of a Pair of Linear Equations in Five Variables,etely. The problem was first raised by Baker in connection with his well-known work [1] on the solubility of certain diophantine inequalities involving primes. Our results in [8] include, as particular cases, the well-known Vinogradov’s three prime theorem and Linnik’s theorem on the least prime in an arithmetic progression.
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Hua Loo Keng: A Brief Outline of his Life and Works,, and they were too poor to allow him to enrol in senior middle school when he graduated from Jintan junior middle school (the equivalent of the first three years of high school). He then attended the Shanghai Chung-Hua Vocational School where he completed one and a half years of its two-year accoun
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