- 期刊
GAUSSIAN INTEGERS WITH SMALL PRIME FACTORS
並列摘要
Let Ψ_G(x^t,x) denote the number of Gausslan integers with norm not exceeding x^(2t) whose Gausslan prime factors have norm not exceeding x^2 Previous estimates have required restrictions on the parameter t with respect to x. The purpose of this note is to present asymptotic estimates for Ψ_G(x^t,x) for all G ranges of the parameter t with respect to x.
延伸閱讀
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