Pages that link to "Item:Q1891825"

The following pages link to Energy gap phenomenon and the existence of infinitely many weakly harmonic maps for the Dirichlet problem (Q1891825):

Displaying 4 items.

• The Lavrentiev gap phenomenon for harmonic maps into spheres holds on a dense set of zero degree boundary data (Q2360367) (← links)
• RELAXING THE DIRICHLET ENERGY FOR MAPS INTO S² IN HIGH DIMENSIONS (Q3153743) (← links)
• Some new properties of Sobolev mappings: intersection theoretical approach (Q4337371) (← links)
• Existence of infinitely many weakly harmonic maps from a domain in \(\mathbb{R}^n\) into \(S^2\) for non-constant boundary data (Q5949026) (← links)