Integrantes: M. Achigar y D. Ferraro.
Temas de investigación en Álgebra de Operadores:
- C*-sistemas dinámicos y acciones parciales en C*-álgebras
- Productos cruzados por acciones parciales y por C*-bimódulos
- Equivalencia de Morita
- Rango estable
Publicaciones:
A. Buss, D. Ferraro, C.F. Sehnem, Nuclearity for partial crossed products by exact discrete groups.
F. Abadie, A. Buss, D. Ferraro, Amenability and approximation properties for partial actions and Fell bundles, Bulletin of the Brazilian Mathematical Society, New Series (2021).
D. Ferraro, Fixed point algebras for weakly proper Fell bundles.
F. Abadie, D. Ferraro, Equivalence of Fell bundles over groups, Journal of Operator Theory, Vol. 81, pp. 273-319, 2019.
F. Abadie, A. Buss, D. Ferraro, Morita enveloping Fell bundles, Bulletin of the Brazilian Mathematical Society, New Series, 2018.
D. Ferraro, Construction of Globalizations for Partial Actions on Rings, Algebras, C*-Algebras and Hilbert Bimodules, Rocky Mountain Journal of Mathematics, Vol. 48, 2018, p. 181-217.
F. Abadie, D. Ferraro, Applications of ternary rings to C*-algebras, Advances in Operator Theory, Volume 2, no. 3, 293–317, 2017.
M. Achigar, Green’s theorem for crossed products by Hilbert C*-bimodules, Ann. Funct. Anal., 2017.
M. Achigar, The stable rank of C*-modules, Ann. Funct. Anal., 2015.