Invited speakers

KEYNOTE SPEAKERS

Prof. Dr. Vitaly Volpert, University Lyon 1, France

Title: Mathematical modelling of inflammatory diseases

Prof. Dr. Alexey KARAPETYANTS, Institute of Mathematics, Mechanic and Computer Sciences, Russia & Southern Federal University, Russia

Title: Aggrandization of spaces of holomorphic functions 

PROF. Dr. MICHAEL RUZHANSKY, GHENT UNIVERSITY, BELGIUM

Title: Recent updates on very weak solutions for PDEs with singularities

PROF. Dr. ALEXANDER LEONIDOVICH SKUBACHEVSKII, PEOPLES' FRIENDSHIP UNIVERSITY OF RUSSIA NAMED AFTER PATRICE LUMUMBA, RUSSIA

Title: A Priori Estimates of Solutions for the Vlasov-Poisson System and Plasma Confinement

Assoc. Prof. Dr. Otari Jokhadze, Tbilisi State University, Georgia

TITLE: One mathematical model of the glucose-insulin interaction and feedback loop

PROF.  Dr. ALEXANDER GONCHAROV, BILKENT UNIVERSITY, Türkiye

Title: TWO TOPOLOGIES IN THE RESTRICTION SPACES 

ASSOC. PROF.  Dr.  ZALINA ANATOLJEVNA KUSRAEVA, SOUTHERN MATHEMATICAL INSTITUTE OF THE VLADIKAVKAZ SCIENTIFIC CENTER OF THE RUSSIAN ACADEMY OF SCIENCES, RUSSIA

TITLE: KREIN-MILMAN TYPE THEOREM FOR HOMOGENEOUS POLYNOMIALS

Assoc. Prof. Dr. Kheireddine Belakroum, University of Constantine 1, Algeria

TITLE: Analyzing stability and numerical approaches for boundary value problems of third-order partial differential equations

PROF.  Dr. EKREM SAVAS, USAK UNIVERSITY, TüRKiyE

TITLE: GENERALIZED Q-STATISTICAL  CONVERGENCE OF ORDER ALPHA VIA IDEAL

PROF. Dr.  ANDREY BORISOVICH MURAVNIK, PEOPLES' FRIENDSHIP UNIVERSITY OF RUSSIA NAMED AFTER PATRICE LUMUMBA, RUSSIA

Title: HYPERBOLIC EQUATIONS WITH DIFFERENTIAL-DIFFERENCE OPERATORS WITH RESPECT TO SPATIAL VARIABLES: CASE OF SYMBOLS WITH ALTERNATING REAL PARTS 

Prof. Dr. Dali Zangurashvili, A. Razmadze Mathematical Institute of Tbilisi State University, Georgia

TITLE: The Cartesian products of algebras with genetic realization

Assoc. Prof. Dr. Dounia Belakroum, University of Constantine 1, Algeria

TITLE: Existence and uniqueness of solutions for a fractional p-Laplacian problem