Pages that link to "Item:Q479107"
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The following pages link to Higher \(L^p\) regularity for vector fields that satisfy divergence and rotation constraints in dual Sobolev spaces, and application to some low-frequency Maxwell equations (Q479107):
Displaying 6 items.
- Regularity of electromagnetic fields in convex domains (Q906544) (← links)
- On \(H^r(\operatorname{curl}, \Omega )\) estimates for a Maxwell type system in convex domains (Q2235952) (← links)
- Mosco convergence for \(H(\text{curl})\) spaces, higher integrability for Maxwell's equations, and stability in direct and inverse EM scattering problems (Q2327706) (← links)
- Local decay rates of best-approximation errors using vector-valued finite elements for fields with low regularity and integrable curl or divergence (Q6040278) (← links)
- An existence result for a suspension of rigid magnetizable particles (Q6124337) (← links)
- Quantitative analysis of passive intermodulation and surface roughness (Q6590510) (← links)
