%0 Journal Article
%A Muñoz, Vicente
%A Pérez Marco, Ricardo
%T Ergodic solenoidal homology. II. Density of ergodic solenoids.
%D 2009
%@ 1449-5910
%U https://hdl.handle.net/20.500.14352/50579
%X A measured solenoid is a laminated space endowed with a tranversal measure invariant by holonomy. A measured solenoid immersed in a smooth manifold produces a closedcurrent (known as a generalized Ruelle-Sullivan current). Uniquely ergodic solenoids are those for which there is a unique (up to scalars) transversal measure. It is known that for any smooth manifold, any real homology class is represented by a uniquely ergodic solenoid. In this paper,we prove that the currents associated to uniquely ergodic solenoids are dense in the space of closed currents,therefore proving the abundance of such objects.
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