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For a class of 2-D elastic energies we show that a radial equilibrium solution is the unique global minimizer in a subclass of all admissible maps. The boundary constraint is a double cover of ; the minimizer is and is such that vanishes at one point.
For a class of 2-D elastic energies we show that a radial equilibrium solution
is the unique global minimizer in a subclass of all admissible maps. The
boundary constraint is a double cover of
; the minimizer is
and is such that vanishes at one point.
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