Events

The conference will present the state of the art in mathematical modelling in biomedicine including cardiovascular diseases, cancer modelling, mathematical oncology. Methods of modelling and mathematical analysis of the corresponding models will also be discussed.

Prof. Maini was an elected member of the boards of the Society for Mathematical Biology and the European Society for Mathematical and Theoretical Biology. He is a Fellow of the Institute of Mathematics and its Applications (IMA), the Society for Industrial and Applied Mathematics (SIAM), and the Society of Biology, and is a corresponding member of the Mexican Academy of Sciences.

A meeting of the International Expert Board (RUDN IEB) will be held at RUDN. The International Expert Board was created in 2016, to provide expert support for key management decisions within the framework of the implementation of the program for improving competitiveness (Project 5-100), choosing strategic directions for development, international positioning of the university and promoting the interests of RUDN University in the international academic environment.

There are discussed results obtained jointly with Prof. Frank Merle.We construct the solitons of Camassa-Holm equation which converge to the peakon. Next, we prove that all states of Camassa-Holm and those of Degasperis-Procesi   equation are in Newton type interaction. Finally, we present an algorithm which allows to convert all real number to a Newton  force.

The Russian Academy of Sciences (RAS), the V.A. Trapeznikov Institute of Control Sciences of RAS (ICS RAS, Russia, Moscow), the Peoples’ Friendship University of Russia (RUDN University, Russia, Moscow),the National Research Tomsk State University (NR TSU, Russia, Tomsk), and the Institute of Information and Communication Technologies of Bulgarian Academy of Sciences (Bulgaria, Sofia) jointly organize

Helen Karatza, Professor Emeritus of the Aristotle University of Thessaloniki, Department of Informatics (Greece), the Editorial Board member of international journals, author over 220 technical papers and book chapters including five papers that earned best paper awards at international conferences, senior member of IEEE, ACM and SCS will come to visit the RUDN University and to give the plenary talk at the 25th International Conference on Analytical & Stochastic Modelling Techniques & Applications ASMTA-2019 on the subject «Scheduling Complex Applications in Cloud Environments – Research Trends and Challenges» on September 23.

The scientific program includes plenary 50-minute lectures of invited, as well as sections in the following areas:

A novel synthetic strategy based on 1,3-dipolar cycloaddition of a-metalated isocyanides to double bond of different enamines and enaminones represent a direct, simple and effective approach to 2,4-substituted pyrroles from common and commercial available starting materials. We found that potassium tert-butoxide is a unique base which can be used for this type of cycloaddition. The new pyrroles were formed in good-to-excellent yields.

A novel synthetic strategy based on 1,3-dipolar cycloaddition of a-metalated isocyanides to double bond of different enamines and enaminones represent a direct, simple and effective approach to 2,4-substituted pyrroles from common and commercial available starting materials. We found that potassium tert-butoxide is a unique base which can be used for this type of cycloaddition. The new pyrroles were formed in good-to-excellent yields.

The heterocyclic pyrollidine rings are very common in natural products and are the leading components of alkaloids.(1) They are important synthetic components of HIV reverse transcriptase enzyme and inhibitors of substance P neurotransmitters.(2,3)

Using the Peakons (the exponential function) we will construct a family of  the Degasperis-Procesi type's equations for which the Peakons is a solitary wave traveling with the velocity c^(a-1). In the case a=2 we recover the quadratic Degasperis-Procesi equation and recall that Lin-Liu-K prove the orbital stability of the Peakons. In the case a=3 we will construct a fourth order stable evolution system (definition during the talk) with the cubic Degasperis-Procesi equation. Next, we will prove that the second order stable evolution system is equivalent to the Isaac Newton Force. Finally, we will make a numerical application constructed around the egyptian cubit.

The present study was focused to understand the binding interaction mechanism of, a newly synthesized 1-imino-1,2-dihydropyrazino[1,2-a]indol-3(4H)-one compound in bovine serum albumin and 5-hydroxytryptamine receptor 1B using molecular docking and molecular dynamics simulation studies.

We will consider the problem of obtaining order-sharp integral estimates for the norms of restrictions of operators on the cones of functions with monotonicity properties. A discretization method will be discussed that takes into account the monotonicity of functions and allows to receive answers in a discrete form. To return to integral forms, the techniques of anti- discretization is used

We study the Dirichlet problem for a functional differential equation containing shifted and contracted argument under the Laplacian sign. We establish conditions for the unique solvability and demonstrate also that the problem may have an infinite dimensional solution manifold.

The nitrogen heterocycle presents a very important use in the pharmaceutical and agrochemicals synthesis. In this case the substituted tetrahydroisoquinoline has a broad range of biologicals activities.

A useful method will be discussed to decide whether a given non-singular projective variety is not toric. The main idea of this method is to recognize invariant subgraphs of the weight (hyper)graph w.r.t. the connection, and to compare them with faces of a simple moment polytope of a projective toric variety.