Proves non-vanishing n-cohomology for totally degenerate limit of discrete series representations of U(n+1) and U(n) at the same degree, with Serre duality and an explicit intertwining map for SU(2,1) and SU(1,1).
Limites dégénérées de séries discrètes, formes automorphes et variétés de griffiths–schmid: le cas du groupe u (2, 1)
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Nonzero $\mathfrak{n}$-cohomology of Totally Degenerate Limit of Discrete Series representations
Proves non-vanishing n-cohomology for totally degenerate limit of discrete series representations of U(n+1) and U(n) at the same degree, with Serre duality and an explicit intertwining map for SU(2,1) and SU(1,1).