Pages that link to "Item:Q2928195"
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The following pages link to O-minimal version of Whitney's extension theorem (Q2928195):
Displaying 17 items.
- Definable smoothing of continuous functions (Q470860) (← links)
- A linear extension operator for Whitney fields on closed o-minimal sets (Q931888) (← links)
- Strict \(C^1\)-triangulations in o-minimal structures (Q1741799) (← links)
- \( \mathcal{C}^m\) solutions of semialgebraic or definable equations (Q2032956) (← links)
- \(C^m\) semialgebraic sections over the plane (Q2165749) (← links)
- Whitney's extension problem in o-minimal structures (Q2329583) (← links)
- Definable functions continuous on curves in o-minimal structures (Q2349105) (← links)
- Semialgebraic version of Whitney's extension theorem (Q2424597) (← links)
- Whitney's extension theorem in o-minimal structures (Q2985921) (← links)
- Definability and nondefinability results for certain o-minimal structures (Q3053231) (← links)
- Definable stratification satisfying the Whitney property with exponent 1 (Q5295046) (← links)
- Extending o-minimal Fréchet derivatives (Q5295048) (← links)
- Strict \(\mathcal{C}^p\)-triangulations -- a new approach to desingularization (Q6582317) (← links)
- Rings of differentiable semialgebraic functions (Q6593977) (← links)
- Uniform extension of definable \(C^{m,\omega}\)-Whitney jets (Q6607991) (← links)
- Semialgebraic Calderón-Zygmund theorem on regularization of the distance function (Q6624779) (← links)
- Strict \(\mathcal{C}^p\)-triangulations of sets locally definable in o-minimal structures with an application to a \(\mathcal{C}^p\)-approximation problem (Q6624981) (← links)
