Moscow Center For Fundamental And Applied Mathematics 1

1. Shift associative algebras
2. Control and inverse problems for the heat equation with strong singularities
3. Nijenhuis geometry IV: conservation laws, symmetries and integration of certain non-diagonalisable systems of hydrodynamic type in quadratures
4. MATHEMATICAL MODEL OF ECONOMIC DYNAMICS IN AN EPIDEMIC
5. NONLINEAR INPUT-OUTPUT BALANCE AND YOUNG DUALITY: ANALYSIS OF COVID-19 MACROECONOMIC IMPACT ON KAZAKHSTAN
6. Technology of Input–Output Analysis with CES Production: Application for Studying the Kazakhstan Supply Chain during the COVID-19 Pandemic
7. Hardy–Littlewood-type theorems for Fourier transforms in R^d
8. The algebraic and geometric classification of nilpotent right alternative algebras
9. Mutations of perm algebras
10. The Nonlinear Model of Intersectoral Linkages of Kazakhstan for Macroeconomic Decision-Making Processes in Sustainable Supply Chain Management
11. Young Duality for Variational Inequalities and Nonparametric Method of Demand Analysis in Input–Output Models with Inputs Substitution: Application for Kazakhstan Economy
12. Integral Representations of Vector Functions Based on the Parametrix of First-Order Elliptic Systems
13. Asymptotics of Solutions of a System of Differential Equations with Rapidly Oscillating Coefficients
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