1. J. Arazy and S. Fisher, Some aspects of the minimal, Möbius-invariant space of analytic functions on the unit disc, in: Interpolation spaces and allied topics in analysis (Lund, 1983), 24–44, Lecture Notes in Math. 1070, Springer, Berlin, 1984.
2. Arazy J., Fisher S., Peetre J.: Möbius invariant function spaces. J. Reine Angew. Math. 363, 110–145 (1985)
3. O. Blasco, Composition operators on the minimal space invariant under Möbius transformations, in: Complex and harmonic analysis, 157–166, DEStech Publ. Inc., Lancaster, PA, 2007.
4. F. Colonna, New criteria for boundedness and compactness of weighted composition operators mapping into the Bloch space, preprint.
5. F. Colonna and S. Li, Weighted composition operators from the Besov spaces to the Bloch spaces, preprint.