Video library: M. E. Changa, On the integers whose number of prime factors belongs to given class of residues

VIDEO LIBRARY


Conference to the Memory of Anatoly Alekseevitch Karatsuba on Number theory and Applications January 29, 2016 17:00, Dorodnitsyn Computing Centre, Department of Mechanics and Mathematics of Lomonosov Moscow State University., 119991, Moscow, Gubkina str., 8, Steklov Mathematical Institute, 9 floor, Conference hall

On the integers whose number of prime factors belongs to given class of residues M. E. Changa Moscow State Pedagogical University
Abstract: In the talk, we deal with integers with the number of prime factors equal to $l$ modulo $k$.We also require that such prime factors belong to some special set. It appears that the distribution of such numbers for $k$ greater or equal to $3$ differs a lot from the case $k=2$ in dependence on $l$. Language: Russian and English