A. Poggio

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math.AP2026

Bilinear embedding for divergence-form operators with first-order terms and negative potentials

Lorenzo Luciano Morelato, Andrea Poggio

This article establishes a bilinear embedding for second-order divergence-form operators with complex coefficients, characterized by the simultaneous presence of first-order terms…

math.AP2026

Bilinear embedding for divergence-form operators with negative potentials

Andrea Poggio

Let $I^c ◯ \subseteq R^{d}$ be open, $A$ a complex uniformly strictly accretive $d \times d$ matrix-valued function on $I^c ◯$ with $L^{\infty}$ coefficients, and $V$ a locally integr…

math.AP2024

Bilinear embedding for perturbed divergence-form operator with complex coefficients on irregular domains

Andrea Poggio

Let $I^c ◯ \subseteq R^{d}$ be open, $A$ a complex uniformly strictly accretive $d \times d$ matrix-valued function on $I^c ◯$ with $L^{\infty}$ coefficients, $b$ and $c$ two $d$ -d…