Pages that link to "Item:Q1628796"

The following pages link to Whirl mappings on generalised annuli and the incompressible symmetric equilibria of the Dirichlet energy (Q1628796):

Displaying 9 items.

• Geodesics on \(\mathrm{SO}(n)\) and a class of spherically symmetric maps as solutions to a nonlinear generalised harmonic map problem (Q1668834) (← links)
• Annular rearrangements, incompressible axi-symmetric whirls and \(L^1\)-local minimisers of the distortion energy (Q1705175) (← links)
• On the uniqueness and monotonicity of energy minimisers in the homotopy classes of incompressible mappings and related problems (Q1733768) (← links)
• An infinite scale of incompressible twisting solutions to the nonlinear elliptic system \(\mathcal{L} [u; \mathsf{A}, \mathsf{B}] = \nabla \mathcal{P}\) and the discriminant \(\varDelta(h, g)\) (Q1750273) (← links)
• On a class of stationary loops on \(\mathbf{SO}(n)\) and the existence of multiple twisting solutions to a nonlinear elliptic system subject to a hard incompressibility constraint (Q2126444) (← links)
• On multiple solutions to a family of nonlinear elliptic systems in divergence form coupled with an incompressibility constraint (Q2141057) (← links)
• The interplay between two Euler-Lagrange operators relating to the nonlinear elliptic system \(\Sigma [(u, {\mathscr{P}}), \varOmega]\) (Q2216827) (← links)
• Rotationally symmetric motions and their blowup for incompressible nonlinearly elastic and viscoelastic annuli (Q2424152) (← links)
• On the existence and multiplicity of topologically twisting incompressible $H$-harmonic maps and a structural H-condition (Q5857940) (← links)