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Convergence and stability analysis of kolmogorov system solutions in infinite-dimensional space calculation system solutions for linear differential equations, namely Kolmogorov's calculation systems

Convergence and stability analysis of kolmogorov system solutions in infinite-dimensional space calculation system solutions for linear differential equations, namely Kolmogorov's calculation systems

Дискриминант и особенности логарифмического отображения Гаусса, примеры и приложение to the logarithmic Gauss map and its critical points. The theory has a lot of applications in many directions

Commutative cochains of germs of differential forms for Euclidean compacta of C∞-differential p-forms, which is a reflexive locally convex topological vector space with the Cp

Application of covering mappings to constrained dynamic systems and differential inclusionsThis article concerns solvability conditions for differential inclusions in implicit form

Study of a Logarithmic Barrier Approach for Linear Semidefinite ProgrammingIn this paper, we present a logarithmic barrier interior-point method for solving a semidefinite

On the goursat problem for a linear partial differential equationIn this paper, the Goursat problem of a general form for a linear partial differential equation

Optimal investment and consumption problem for spread markets with stochastic volatility diffusion coefficient driven by a stochastic differential equation.For this market we study the optimal

NANODIAMONDS PARTICLE SIZE ANALYSIS WITH DIFFERENTIAL SEDI-MENTATIONNANODIAMONDS PARTICLE SIZE ANALYSIS WITH DIFFERENTIAL SEDI-MENTATION

Improper Double Integrals with a Logarithmic Kernel Calculated by Methods of Elasticity Theory in another form containing an improper triple integral with a logarithmic kernel. We give examples

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