Information-logical modelling in studies of non-classical linear models of mathematical physics

The article proposes an information-logical model for the study of non-classical linear models of mathematical physics. Information-logical modelling is based on the stages of research of mathematical models and methods of system analysis. The decomposition carried out takes into account the following: the peculiarities of analytical and numerical methods for studying various initial-boundary value problems for Sobolev-type equations, various applied problems that are solved using non-classical linear models of mathematical physics. When constructing an information-logical model for the study of non-classical linear models of mathematical physics with a random external influence, general structural elements were identified, which made it possible to represent a set of studied information objects, their attributes and relations between them.