| Contents |
| This work studies some three point impulsive boundary value problems
composed by a fully differential equation, which higher order contains an
increasing homeomorphism, by three point boundary conditions and impulsive
effects.
We point out that the impulsive functions are given via multivariate
generalized functions, including impulses on the referred homeomorphism.
The method used apply lower and upper solutions technique together with
fixed point theory. Therefore we have not only the existence of solutions
but also the localization and qualitative data on their behavior. Moreover a
Nagumo condition will play a key role in the arguments. |
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