Modularity of solvable Artin representations of GO(4)-type, by Dinakar Ramakrishnan
Let F be a number field with absolute Galois group G. We associate,
to each continuous, solvable C-representation of G of GO(4)-type,
an automorphic form P of GL(4)/F with the same L-function. As
a consequence we exhibit an infinite class of primitive,
16-dimensional representations for which the Artin conjecture holds.
Dinakar Ramakrishnan <email@example.com>