Abstract
We show that a cuspidal automorphic representation of a unitary similitude group with archimedean component in a regular discrete series has an associated -dimensional -adic Galois representation with Frobenius eigenvalues given by the local base change parameters for all primes such that and are unramified.
Citation
Christopher Skinner. "Galois representations associated with unitary groups over $\mathbb Q$." Algebra Number Theory 6 (8) 1697 - 1717, 2012. https://doi.org/10.2140/ant.2012.6.1697
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