To solving multiparameter problems of algebra. 6. Spectral characteristics of polynomial matrices.
We give a classification of linear endomorphisms up to topological conjugacy.
A matrix is said to have -simple image eigenspace if any eigenvector belonging to the interval containing a constant vector is the unique solution of the system in . The main result of this paper is an extension of -simplicity to interval max-min matrix distinguishing two possibilities, that at least one matrix or all matrices from a given interval have -simple image eigenspace. -simplicity of interval matrices in max-min algebra are studied and equivalent conditions for interval...