On a polynomial scalar perturbation of a Schr\"odinger system in $L^p$-spaces

11 Feb 2018 Maichine Abdallah Rhandi Abdelaziz

In the paper \cite{KLMR} the $L^p$-realization $L_p$ of the matrix Schr\"odinger operator $\mathcal{L}u=div(Q\nabla u)+Vu$ was studied. The generation of a semigroup in $L^p(\R^d,\C^m)$ and characterization of the domain $D(L_p)$ has been established... (read more)

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