Tenenbaum surveys progress on Erdős' problems about divisors, sets of multiples, and prime factors, and proves that the distribution of τ+(n)/τ(n) is continuous at 1.
Behrend, Three reviews; of papers by Chowla, Davenp ort and Erd˝ os, Jahrbuch ¨ uber die Forschritte der Mathematik 60 (1935), 146–149
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Some of Erd\H os' unconventional problems in number theory, thirty-four years later
Tenenbaum surveys progress on Erdős' problems about divisors, sets of multiples, and prime factors, and proves that the distribution of τ+(n)/τ(n) is continuous at 1.