SYNTHESIS OF SYSTEMS CONTROLLED BY FLOW O F ARGUMENTS

Basic features of organization and structure of systems controlled by flow of arguments are given. Notions of canonical form of the algorith m and of its variable matrix are presented and used to synthesize the systems of this type. It is demonstrated that if the variable matrix o f canonical form of the algorithm is the upper triangular one (main di agonal excluded), then it can be used in direct synthesis of the syste m controlled by argument flow and performing the corresponding algorit hm. The illustrative examples of the synthesis of a system controlled by argument flow, solving Linear algebraic equations using of Cramer's method, and of a system which seeks for integer roots of an algebraic equation are included.