Pages that link to "Item:Q1575974"
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The following pages link to The Green functions for weighted biharmonic operators of the form \(\Delta\omega^{-1}\Delta\) in the unit disk (Q1575974):
Displaying 13 items.
- A computation of Green functions for the weighted biharmonic operators \(\Delta| z| ^{-2\alpha}\Delta\), with \(\alpha > -1\) (Q1341289) (← links)
- A weighted \(L^ 2\)-estimate for the Green-Faddeev function for the Laplace operator in \(\mathbb{R}^ 2\) (Q1342490) (← links)
- Construction of Green functions for weighted biharmonic operators. (Q1419719) (← links)
- A Loewner-type lemma for weighted biharmonic operators (Q1816519) (← links)
- A monotonicity estimate of the biharmonic Green function (Q1888690) (← links)
- Approximate spectral synthesis in the Bergman space (Q1974977) (← links)
- On a weighted harmonic Green function and a theorem of Littlewood (Q2287835) (← links)
- Regularity in a singular biharmonic Dirichlet problem (Q2505582) (← links)
- On the Green function for the weighted biharmonic operator \(\Delta w^{-1}\Delta\) in the unite disk (Q2714018) (← links)
- (Q3365070) (← links)
- A computation of Poisson kernels for some standard weighted biharmonic operators in the unit disc (Q3510046) (← links)
- Weighted biharmonic green functions for rational weights (Q4262325) (← links)
- Application of semigroups to biharmonic Green functions (Q4435740) (← links)
