Department Of Mathematics And Mathematical Modeling 1

1. Analysis of the emotional coloring of text using machine and deep learning methods
2. Boundary Value Problem for a Loaded Pseudoparabolic Equation with a Fractional Caputo Operator
3. Solvability issues of a pseudo‐parabolic fractional order equation with a nonlinear boundary condition
4. Solvability issues of a pseudo‐parabolic fractional order equation with a nonlinear boundary condition
5. Solvability of Some Elliptic Equations with a Nonlocal Boundary Condition
6. The uniqueness of the solution of a mixed problem for three-dimensional hyperbolic equations with type and order degeneracy property
7. A Priori Estimates for the Solution of an Initial Boundary Value Problem of Fluid Flow through Fractured Porous Media
8. DEVELOPMENT OF AN ALGORITHM FOR CALCULATING STABLE SOLUTIONS OF THE SAINT-VENANT EQUATION USING AN UPWIND IMPLICIT DIFFERENCE SCHEME
9. Convergence analysis of a numerical method for a fractional model of fluid flow in fractured porous media
10. Efficient Numerical Implementation of the Time-Fractional Stochastic Stokes–Darcy Model
11. Numerical Method for Fractional-Order Generalization of the Stochastic Stokes–Darcy Model
12. Recurrence free decomposition formulas for the Lauricella special functions
13. On a problem for a delay differential equation
14. Predicting the Likelihood of an Earthquake by Leveraging Volumetric Statistical Data Through Machine Learning Techniques
15. Numerical Simulation and Experimental Analysis of Mare’s Milk Sublimation Drying
16. Problems of Two-Phase Immiscible Liquids and Methods for Their Solution
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