66 citations · 691 across the 59 of their papers we have counts for
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math.AP2012★ 37 cited
ε-regularity for systems involving non-local, antisymmetric operators
Armin Schikorra
We prove an epsilon-regularity theorem for critical and super-critical systems with a non-local antisymmetric operator on the right-hand side. These systems contain as special case…
math.AP2012★ 36 cited
n/p-Harmonic maps: regularity for the sphere case
Francesca Da Lio, Armin Schikorra
We introduce n/p-harmonic maps as critical points of E(v) the Lp-Norm of the alpha-laplacian of v, where pointwise v maps Rn into a sphere, and alpha = n/p. This energy combines th…
math.AP2012★ 49 cited
Hard analysis meets critical knots (Stationary points of the Moebius energy are smooth)
Simon Blatt, Philipp Reiter, Armin Schikorra
We prove that if a curve parametrized by arc length is a stationary point of the Moebius energy introduced by Jun O'Hara, then it is smooth whenever the Moebius energy is finite. O…