Pages that link to "Item:Q658324"
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The following pages link to Every \(P\)-convex subset of \({\mathbb{R}^2}\) is already strongly \(P\)-convex (Q658324):
Displaying 9 items.
- Topological properties of kernels of partial differential operators (Q457961) (← links)
- A homological approach to the splitting theory of \(\mathrm{PLS}_{\mathrm{w}}\) spaces (Q499211) (← links)
- Some results on surjectivity of augmented differential operators (Q640952) (← links)
- Surjectivity of differential operators and linear topological invariants for spaces of zero solutions (Q668255) (← links)
- A theorem on homogeneous differential polynomials in \(R^ 2\) (Q798503) (← links)
- Characterization of \(P\)-convexity for supports in terms of tangent curves (Q1193183) (← links)
- An approximation theorem of Runge type for kernels of certain non-elliptic partial differential operators (Q2037517) (← links)
- Linear topological invariants for kernels of convolution and differential operators (Q2692704) (← links)
- The augmented operator of a surjective partial differential operator with constant coefficients need not be surjective (Q2893278) (← links)
