Abstract
The precise transfer matrix method is going to be used to solve a p system of linear ordinary differential equations. The complete problem is extended by adding index calculation involved. It is chosen an index calculation scheme to obtain transfer expressions. A recurrence strategy is used in these equations and permits one to relate different points in the domain where boundary equations are defined. Finally a p algebraic system of transfer matrix equations is noted and solved. To show the efficiency and accuracy, the method is applied to determine the structural behavior of a bending beam with different supports and to solve a differential equation of second degree with different boundary conditions.This article was retracted because it was an unauthorized reproduction of a previously published article in another journal.
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