Pages that link to "Item:Q1732859"

The following pages link to Spherical twists as the \(\sigma_{2}\) harmonic maps from \(n\)-dimensional annuli into \(\mathbb {S}^{n-1}\) (Q1732859):

Displaying 10 items.

• \(\sigma_2\)-energy as a polyconvex functional on a space of self-maps of annuli in the multi-dimensional calculus of variations (Q282645) (← links)
• Spherical twists, stationary paths and harmonic maps from generalised annuli into spheres (Q421138) (← links)
• Stability and local minimality of spherical harmonic twists \(u={\mathbf{Q}}(|x|) x|x|^{-1} \), positivity of second variations and conjugate points on \(\mathbf{SO}(n)\) (Q779791) (← links)
• A class of extremising sphere-valued maps with inherent maximal tori symmetries in \(\mathbf{SO}(n)\) (Q1689780) (← links)
• On critical points of the \(\sigma_2\)-energy over a space of measure preserving maps (Q2018524) (← links)
• \(\sigma _2\)-diffeomorphisms between 4-dimensional annuli (Q2628978) (← links)
• Spherical twists, \(\mathbf{SO}(n)\) and the lifting of their twist paths to \(\mathbf{Spin}(n)\) in low dimensions (Q2907045) (← links)
• The existence of multiple topologically distinct solutions to \(\sigma_{2, p}\)-energy (Q6149233) (← links)
• Minimizing a class of polyconvex functionals involving Caputo derivatives (Q6640228) (← links)
• Radially symmetric \(\sigma_{2,p}\)-harmonic maps from \(n\)-dimensional annuli into sphere (Q6650540) (← links)