Semchyshyn L. Algorithms of computer algebra for the matrix equation solution

The thesis is devoted to the effective algorithms of the computer algebra for the system of linear algebraic equation (SLAE) with Leontyev's lambda-matrix generalised model are suggested in the dissertation. The scheme of the Leontyev's matrix model SLAE dynamic version reduction on many variables for the systems with numerical coefficient of the special figuration is worked out. New approach to the bit-mapped algorithmsslution for the SLAE with block elements in the Leontyev's models and to thesystem of linear algebraic equation with m-measured lambda- matrix in the Leontyev'smodel is worked out.