Description of the measuring device mathematical model by the methods of quasinormed spaces

Abstract

The article contains a description of the measuring device mathematical model by the methods of quasi-normalized spaces. This model serves as an application to the theory of positive degenerate holomorphic groups of operators in Quasi-Sobolev spaces of sequences. This approach is relevant due to the possibility of finding positive solutions or values of the measuring device, which means that it is more consistent with the physical meaning. Indeed, as a rule, we talk about its absence when we get a negative or imaginary value of a quantity that is positive or real in meaning