Abstract

We consider a class of nonlinear equations which admit characteristic equations. If the roots of this algebraic equation are real and distinct, the growth and bounds of solutions of the differential equation exist. An example is given which illustrates mentioned problems. An example of equation that is similar illustrates the problem of the existence of unique solutions.

MSC: 34C11

Pages:  77$-$80     

Volume  51 ,  Issue  3$-$4 ,  1999