Changa Maris Evgen'evich

Presentations in Math-Net.Ru

1. On the distribution of integers with restrictions on the quantity of their prime divisors
   M. E. Changa
   XV International Conference «Algebra, Number Theory and Discrete Geometry: modern problems and applications», dedicated to the centenary of the birth of the Doctor of Physical and Mathematical Sciences, Professor of the Moscow State University Korobov Nikolai Mikhailovich
   May 30, 2018 18:00
2. The sieve method. Lecture 11
   M. E. Changa
   M. E. Changa course "The sieve method", spring semester 2015/2016
   April 28, 2016 18:00   
3. The sieve method. Lecture 10
   M. E. Changa
   M. E. Changa course "The sieve method", spring semester 2015/2016
   April 21, 2016 18:00   
4. The sieve method. Lecture 9
   M. E. Changa
   M. E. Changa course "The sieve method", spring semester 2015/2016
   April 14, 2016 18:00   
5. The sieve method. Lecture 8
   M. E. Changa
   M. E. Changa course "The sieve method", spring semester 2015/2016
   April 7, 2016 18:00   
6. The sieve method. Lecture 7
   M. E. Changa
   M. E. Changa course "The sieve method", spring semester 2015/2016
   March 31, 2016   
7. The sieve method. Lecture 6
   M. E. Changa
   M. E. Changa course "The sieve method", spring semester 2015/2016
   March 24, 2016 18:00   
8. The sieve method. Lecture 5
   M. E. Changa
   M. E. Changa course "The sieve method", spring semester 2015/2016
   March 17, 2016 18:00   
9. The sieve method. Lecture 4
   M. E. Changa
   M. E. Changa course "The sieve method", spring semester 2015/2016
   March 10, 2016   
10. The sieve method. Lecture 3
    M. E. Changa
    M. E. Changa course "The sieve method", spring semester 2015/2016
    March 3, 2016 18:00   
11. The sieve method. Lecture 2
    M. E. Changa
    M. E. Changa course "The sieve method", spring semester 2015/2016
    February 25, 2016 18:00
12. The sieve method. Lecture 1
    M. E. Changa
    M. E. Changa course "The sieve method", spring semester 2015/2016
    February 18, 2016 18:00   
13. On the integers whose number of prime factors belongs to given class of residues
    M. E. Changa
    Conference to the Memory of Anatoly Alekseevitch Karatsuba on Number theory and Applications
    January 29, 2016 17:00