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Si stabilisce l'esistenza e l'unicità di una soluzione monotona per il problema di frontiera libera correlato al flusso stazionare d'acqua dolce e salata intorno ad un acquifero eterogeneo. Si provano la continuità e l'esistenza di un limite asintotico della frontiera libera.
In this paper, we show finite time blow-up of solutions of the −wave
equation in ℝ, with critical Sobolev exponent. Our work
extends a result by Galaktionov and Pohozaev [4]
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