| 3rd ENOC Proceedings | Index |
| Abstract |
| Conditions for the existence of solutions bounded on R are obtained for a weakly nonlinear ordinary differential system in assumption that the operator L defined by linear homogeneous system is a Fredholm operator and the corresponding inhomogeneous linear system has an r-parametric set of solutions bounded on R. If L is a Fredholm operator with index zero and in case r = 1 we obtain the well-known result of K. Palmer. |
| Document |
| Boichuk.ps.gz |
| Boichuk.pdf |
| Contact information |
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| 3rd ENOC Proceedings | Index |