Pages that link to "Item:Q5409182"
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The following pages link to Elliptic problems on the space of weighted with the distance to the boundary integrable functions revisited (Q5409182):
Displaying 13 items.
- A sufficient condition for a blow-up in the space of absolutely continuous functions for the very weak solution (Q253088) (← links)
- Some nonlinear elliptic systems with right-hand side integrable data with respect to the distance to the boundary (Q477259) (← links)
- Regularized distance and its applications (Q791036) (← links)
- On very weak solutions of semi-linear elliptic equations in the framework of weighted spaces with respect to the distance to the boundary (Q977926) (← links)
- The construction of a function f satisfying \(\Delta f\in L^ 1\) and \(\partial _{ij}f\not\in L^ 1\) (Q1075500) (← links)
- Study of the regularity of solutions for a elasticity system with integrable data with respect to the distance function to the boundary (Q1635738) (← links)
- Linear diffusion with singular absorption potential and/or unbounded convective flow: the weighted space approach (Q1678208) (← links)
- On the differentiability of very weak solutions with right-hand side data integrable with respect to the distance to the boundary (Q2391261) (← links)
- Distance from submanifolds with boundary and applications to Poincaré inequalities and to elliptic and parabolic problems (Q2420548) (← links)
- A metric potential capacity: some qualitative properties of Schrödinger's equations with a non negative potential (Q2670716) (← links)
- Bounded positive solutions for diffusive logistic equations with unbounded distributed limitations (Q2676247) (← links)
- Existence and uniqueness of solutions of Schrödinger type stationary equations with very singular potentials without prescribing boundary conditions and some applications (Q4565218) (← links)
- The uniform Hopf inequality for discontinuous coefficients and optimal regularity in BMO for singular problems (Q5962561) (← links)
