Events and Invitations
Events
Scientific School "Personnel Reserve for the Biopharmaceutical and Chemical Industry" at RUDN
About the event: Purpose: the opportunity for applicants to master to better learn the master's and postgraduate programs of the Institute of Biochemical Technology and Nanotechnology
Tasks: to organize the conditions for conducting reports and master classes by famous scientists; conducting excursions in the laboratory of the Institute of Biochemical Technology and Nanotechnology
Participants: Applicants to the magistracy of the Institute of Biochemical Technology and Nanotechnology
Program:
Direction:
Science
Event format:
Scientific school
Scientific seminar on the differential and functional differential equation on topic “Chronobiological data: is our mathematical apparatus sufficient for proper analysis?”
Speaker: Dr. Mikhail L. Blagonravov, Associate Professor, department of General Pathology and Pathological Physiology named after Frolov V.А., RUDN University.
Topic: Chronobiological data: is our mathematical apparatus sufficient for proper analysis?
Seminar of interdisciplinary center for Mathematical modelling in Biomedicine on topic “Quasi-one-dimensional models of lymph flow in the lymphatic vessels”
Speaker: Mozokhina Anastasya, researcher of the Interdisciplinary Scientific Center "Mathematical Modeling in Biomedicine" of the Peoples’ Friendship University of Russia
Seminar on differential geometry on topic “Index problem for metaplectic group. II”
We consider nonlocal elliptic operators in spaces of functions in Rn, generated by differential operators and quantizations of linear canonical transformations. This theory includes as special cases, noncommutative tori of A.Connes, shift and dilation operators, etc. We explain index formulas, recently obtained in a joint work with Prof. E.Schrohe (Hannover).
Scientific seminar on functional analysis and its applications on topic “On the properties of general Morrey-type spaces”
We will consider local and global generalized Morrey spaces, as well as their rearrangement invariant analogues. We will discuss some properties of these spaces: criteria for nontriviality, mutual embeddings, relations with general ideal spaces and rearrangement invariant spaces.