Tan Duc

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math.AP2016

On sectoriality of degenerate elliptic operators

Tan Duc Do

Let $c_{k l} \in W^{1, \infty} (Ω, C)$ for all $k, l \in {1, \dots, d}$ and $Ω \subset R^{d}$ be open with Lipschitz boundary. We consider the divergence form operato…

math.AP2016

Degenerate elliptic operators in $L_{p}$ -spaces with complex $W^{2, \infty}$ -coefficients

Tan Duc Do

Let $c_{k l} \in W^{2, \infty} (R^{d}, C)$ for all $k, l \in {1, \dots, d}$ . We consider the divergence form operator $A = - \sum_{k,l=1}^d \partial_l (c_{kl} \, \pa…

On sectoriality of degenerate elliptic operators

Degenerate elliptic operators in Lp​-spaces with complex W2,∞-coefficients

Degenerate elliptic operators in $L_{p}$ -spaces with complex $W^{2, \infty}$ -coefficients