Pages that link to "Item:Q2481839"

The following pages link to Weighted \(L^p\) theory of the Stokes and the bilaplacian operators in the half-space (Q2481839):

Displaying 10 items.

• Fourier transform is an isometry on some weighted Sobolev spaces (Q387852) (← links)
• Numerical approximation of second-order elliptic problems in unbounded domains (Q474941) (← links)
• Reflection principles and kernels in \(\mathbb R^n_+\) for the biharmonic and Stokes operators. Solutions in a large class of weighted Sobolev spaces (Q969244) (← links)
• Inverted finite elements for div-curl systems in the whole space (Q1693591) (← links)
• Hodge-Dirac, Hodge-Laplacian and Hodge-Stokes operators in \(L^p\) spaces on Lipschitz domains (Q1725564) (← links)
• Solving two dimensional second order elliptic equations in exterior domains using the inverted finite elements method (Q2012706) (← links)
• Inverted finite elements for degenerate and radial elliptic problems in unbounded domains (Q2352148) (← links)
• The Stokes flow around a rotating body in the whole space (Q2376000) (← links)
• Weighted \(L^p-L^q\) estimates of the Stokes semigroup in some unbounded domains (Q2434898) (← links)
• One Navier's problem for the Brinkman system (Q6195236) (← links)