Venkatesh has recently formulated a series of conjectures, in collaboration with Galatius, Harris and Prasanna, which aim to explain the presence of the same system of eigenvalues in several cohomological degrees of a bounded symmetric domain.

L’objectiu de la conferència és presentar alguns resultats teòrics i alguns de computacionals sobre arrels primitives mòdul potències de nombres primers senars;

See http://stnb.cat/ca/seminaris/2019/ for details.

Venkatesh has recently formulated a series of conjectures, in collaboration with Galatius, Harris and Prasanna, which aim to explain the presence of the same system of eigenvalues in several cohomological degrees of a bounded symmetric domain.

See http://stnb.cat/ca/seminaris/2019/ for details.

Venkatesh has recently formulated a series of conjectures, in collaboration with Galatius, Harris and Prasanna, which aim to explain the presence of the same system of eigenvalues in several cohomological degrees of a bounded symmetric domain.

See http://stnb.cat/ca/seminaris/2019/ for details.

Venkatesh has recently formulated a series of conjectures, in collaboration with Galatius, Harris and Prasanna, which aim to explain the presence of the same system of eigenvalues in several cohomological degrees of a bounded symmetric domain.