5 citations · 9 across the 3 of their papers we have counts for
3 papers
math.DG2015
Integrability of generalized pluriharmonic maps
Lars Schäfer
In this paper we provide examples of maps from almost complex domains into pseudo-Riemannian symmetric targets, which are pluriharmonic and not integrable, i.e. do not admit an ass…
math.DG2009★ 5 cited
Geometric structures on Lie groups with flat bi-invariant metric
Vicente Cortés, Lars Schäfer
Let L\subset V=\bR^{k,l} be a maximally isotropic subspace. It is shown that any simply connected Lie group with a bi-invariant flat pseudo-Riemannian metric of signature (k,l) is…
math.DG2006★ 4 cited
Flat nearly Kähler manifolds
Vicente Cortés, Lars Schäfer
We classify flat strict nearly Kähler manifolds with (necessarily) indefinite metric. Any such manifold is locally the product of a flat pseudo-Kähler factor of maximal dimension a…