%0 Journal Article
%A Campoamor Stursberg, Otto-Rudwig
%A Ovando, Gabriela P.
%T Invariant Complex Structures on Tangent and Cotangent Lie Groups of Dimension Six
%D 2012
%@ 0030-6126
%U https://hdl.handle.net/20.500.14352/43741
%X This paper deals with left invariant complex structures on simply connected Lie groups, the Lie algebra of which is of the type Th D hË V, where  is either the adjoint or the coadjoint representation. The main topic is the existence question of complex structures on Th for h a three dimensional real Lie algebra. First it was proposed the study of complex structures J satisfying the constraint Jh D V. Whenever  is the adjoint representation this kind of complex structures are associated to non-singular derivations of h. This fact allows different kinds of applications.
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