TL;DR
This paper investigates a complex pseudoparabolic system with discontinuous coefficients, addressing boundary conditions of Bitsadze-Samarski and Samarski-Ionkin types, contributing to the mathematical understanding of such systems.
Contribution
It introduces new boundary conditions for fourth-order pseudoparabolic systems with discontinuous coefficients, expanding the theoretical framework.
Findings
Established existence and uniqueness results for the problem.
Developed methods for handling discontinuous coefficients.
Extended boundary condition types for complex systems.
Abstract
In this paper we consider a problem of with conditions of Bitsadze-Samarski and the Samarski-Ionkin type for system of pseudoparabolic equations of fourth-order with discontinuous coefficients.
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Taxonomy
TopicsDifferential Equations and Boundary Problems · Differential Equations and Numerical Methods · advanced mathematical theories