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On the Mathematical Model of Drug Treatment of Rheumatoid Arthritis
The model based investigation of immune mediated disorders is a complex and evolving field. We herein report about further development of the mathematical model of rheumatoid arthritis. We improved
Solvability of a nonlinear problem of Kirchhoff shell
Conditions of existence and uniqueness of a weak solution are proven for a boundary problem for the Mushtari-Donnell-Vlasov system of equations 1 Statement of the problem Let us consider the system
A numerical algorithm for a one-dimensional nonlinear Timoshenko system
We consider the boundary value problem for a system of nonlinear ordinary differential equations that describes the static behavior of a plate. An approximate solution is obtained using the algorithm
Free and Projective Bimodal Symmetric Gödel Algebras
Bimodal symmetric Gödel logic is embedded into an extension of (bimmodal) Gödel–Löb logic (provability logic), the language of which contains disjunction, conjunction, negation and two (conjugate) modal operators.
Reports of Enlarged Sessions of the Seminar of I. Vekua Institute of Applied Mathematics Volume 31, 2017 IMPLEMENTATION OF THE MATHEMATICAL MODEL OF RHEUMATOID ARTHRITIS
Mathematical models of immune mediated disorders provide an analytic framework in which we can address specific questions concerning disease immune dynamics and the choice of treatment. Such models