ARTÍCULO
TITULO

SYMBOLIC-NUMERIC APPROACH FOR SOLVING LINEAR DIFFERENTIAL EQUATIONS OF THE FOURTH ORDER

Irina N. Belyaeva    
Nikolay A. Chekanov    
Larisa V. Migal    
Vladimir G. Bondarev    

Resumen

This paper presents a symbolic-numeric approach for solving linear differential equations of the fourth order in the form of generalized power series. The working program allows to find solutions to differential equations of the fourth order in the form of power series, generally, of any order, but is limited by capabilities of a given computer. Some examples of solving differential equations of the fourth order are presented, which show the efficiency of the developed program. The results are consistent with the available literature data.