Solution of systems of linear algebraic equations with two-dimensional \({\lambda}\)-matrices
A finite-difference approach to the solution of systems of linear algebraic equations with two-dimensional \(\lambda\)-matrices of a special form is considered. Recursive relations are obtained for computing the elements of an arbitrary row of the matrix of a given system, and formulas are proposed for determination of solutions of the system.
systems with two-dimensional \(\lambda\)-matrices
recursive relations for computation of row elements
scientific article; zbMATH DE number 1978452