Start: May 29, 2013, End: June 1, 2013, Yerevan state university. The AMU Annual session was dedicated to the memory of famous Armenian mathematician Rafael Alexandrian (1923-1988), which 90-th Anniversary is celebrated this year. The conference was began with the … Continue reading
At the regular session of AMU, February 14, 2013, Jirair Margaryan (State University) presented a talk on Coding Theory, “Perfect codes and Dirichlet domains”.
At the regular meeting of 15 December 2012, Prof. Ruben Ambartzumian from the Institute of Mathematics (National Academy) gave a talk on the theme “Inclusion-exclusion and point processes”. A combinatorial (inclusion-exclusion) approach to the construction of point processes starting from … Continue reading
Start: November 1, 2012, End: November 3, 2012, Institute of Informatics and Automation Problems of the NAS of Armenia. The conference dedicated to the 80-th anniversary of the famous Armenian mathematician Igor Zaslavsky, was initiated by AMU, and organized in … Continue reading
At the regular session of 11 October, 2012, Prof. Vladimir Burenkov from Moscow had represented a talk on the theme “Accurate estimates characterizing the spectral stability of elliptic differential operators”.
Start: September 2, 2012, End: September 9, 2012, Yerevan, Republic of Armenia. Ninth International Conference on Modern Mathematical Physics was successfully held in Yerevan. The first conference of this kind took place in winter of 1982 at the ski resort … Continue reading
Start: May 29, 2012, End: June 1, 2012, Yerevan State University. The Conference was open with the memorial session dedicated to the 1400th Anniversary of Ananias of Shirak, the great Armenian scientist of VII century, which, thanks to UNESCO, was celebrated … Continue reading
At the regular session of May 10, 2012 mathematicians from Moscow, Alexander Guterman and Elena Kreines, have presented two talks on the following themes: Alexander Guterman: “Semi-rings and their applications”, Elena Kreines: “Graphs on manifolds and rational functions”.