Abstract:We study the solvability of some boundary-value problems for differential-operator equations of the second order in L p (0, 1; X), with 1 < p < +∞, X being a UMD complex Banach space. The originality of this work lies in the fact that we consider the case where two spectral complex parameters appear in the equation and in abstract Robin boundary conditions. Here, the unbounded linear operator in the equation is not commuting with the one appearing in the boundary conditions. This represents the strong novelty … Show more
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