Pages that link to "Item:Q3496477"
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The following pages link to Lewy's theorem fails in higher dimensions. (Q3496477):
Displaying 13 items.
- On a counter-example to quantitative Jacobian bounds (Q495141) (← links)
- On pluriharmonic \(\nu\)-Bloch-type mappings and hyperbolic-harmonic mappings (Q780002) (← links)
- An application of Lipschitzian global optimization to product design (Q1200528) (← links)
- Around a theorem of F. Dyson and a. Lenard: energy equilibria for point charge distributions in classical electrostatics (Q2041114) (← links)
- The Landau-Bloch type theorems for \(K\)-quasiregular pluriharmonic mappings (Q2143275) (← links)
- Quantitative Jacobian determinant bounds for the conductivity equation in high contrast composite media (Q2211455) (← links)
- The Landau theorem and Bloch theorem for planar harmonic and pluriharmonic mappings (Q3082325) (← links)
- On the Hans Lewy Extension Phenomenon in Higher Codimension (Q3741911) (← links)
- Lewy's harmonic gradient maps in higher dimensions (Q3985029) (← links)
- Bloch constants for planar harmonic mappings (Q4505874) (← links)
- Bloch and Landau type theorems for pluriharmonic mappings (Q5093596) (← links)
- Locally invertible $\sigma$-harmonic mappings (Q5378093) (← links)
- Positive Jacobian constraints for elliptic boundary value problems with piecewise-regular coefficients arising from multi-wave inverse problems (Q6070745) (← links)
