Title of article
The Turán-Kubilius Inequality for Integers Free of Large Prime Factors Original Research Article
Author/Authors
Xuan T. Z.، نويسنده ,
Issue Information
روزنامه با شماره پیاپی سال 1993
Pages
6
From page
82
To page
87
Abstract
In the paper, we obtain a Turán-Kubilius inequality for integers ≤ x which have no prime factors > y, the result being valid uniformly for all strongly additive functions and x, y satisfying x ≥ x0 (log x)1 + ε ≤ y ≤ exp{log x/log log x}. This extends a result of Alladi.
Journal title
Journal of Number Theory
Serial Year
1993
Journal title
Journal of Number Theory
Record number
714202
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