论文标题
代表整数作为素数和两个小因素的乘积
Representing an integer as the sum of a prime and the product of two small factors
论文作者
论文摘要
令C> 0.55。每个大N可以以P +AB的形式写入，其中P为Prime，A和B明显小于X^1/2，并且AB小于N^C。这加强了希思棕色的结果，希思棕色的需求C> 3/4。我们介绍了“与两个筛子相交”作为该结果证明的工具的想法。
Let c > 0.55. Every large n can be written in the form p +ab, where p is prime, a and b are significantly smaller than x^1/2 and ab is less than n^c. This strengthens a result of Heath-Brown, which has the requirement c>3/4. We introduce the idea of 'intersecting two sieves' as a tool in the proof of this result.
