The Local Gross-Prasad Conjecture over Archimedean Local Fields
Cheng Chen
TL;DR
This paper completes the proof of the generic cases of the local Gross-Prasad conjecture over Archimedean fields, advancing understanding in the representation theory of real and complex groups.
Contribution
It finalizes the proof for the generic cases of the local Gross-Prasad conjecture over Archimedean local fields, building on prior approaches by Moeglin and Waldspurger.
Findings
Proof of the generic cases of the conjecture over Archimedean fields
Extension of Moeglin and Waldspurger's approach to new cases
Enhanced understanding of representation theory in this context
Abstract
Following the approach of C. Moeglin and J.L.-Waldspurger, this article completes the proof for the generic cases of the local Gross-Prasad conjecture over Archimedean local fields.
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Taxonomy
Topicsadvanced mathematical theories · Advanced Algebra and Geometry · Graph theory and applications