The local Ginzburg-Rallis model over the complex field (Q2406420)

In the paper under the review, the author studies the Ginzburg-Rallis model over the complex field, and the paper presents a continuation of the authors' previous work on the non-Archimedean and the real cases. Using a reduction to the tempered case, it is proved that, under a natural assumption, the multiplicity one holds for generic representations. It is also shown how these methods can be applied to the real case.