Transformation of Mathematical Model for Complex Object in Form of Interval Difference Equations to a Differential Equation

Mathematical models of complex objects in the form interval difference equations are built on basis obtained experimental data within limits inductive approach. At same time, interpretation physical properties object base such model is enough. A method transformation a mathematical differential was proposed article. The based formulas for representing values function at node grid Taylor series neighborhood node, as well representation derivatives neighborhood. developed approach creates opportunities identification analysis with further modeled according to classical scheme.