Research of boundary value problems for some dynamic models of microand macroeconomics
The review of research on application of a W-method of Azbelev for functional differential equations with piecewise constant delays are given. Modifications of some dynamic models of micro- and macroeconomics are considered. Boundary value problems for two modified dynamic models of economy are researched: the linear model of Vidal-Wolfe of goods sales volume in depending on advertising costs and linear model of Phillips-Goodwin of a net domestic product dynamics. Theorems of solubility of the delivered boundary value problems are proved. Numerical examples of applications of this method are given.