Dan Wang

activity

20202023

most citedLimit of geometric quantizations on Kähler manifolds with T-symmetry

2 citations · 2 across the 5 of their papers we have counts for

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math.SG2022

Geodesic rays in the space of Kähler metrics with $T$ -symmetry

Naichung Conan Leung, Dan Wang

Let $(M, ω, J)$ be a Kähler manifold, equipped with an effective Hamiltonian torus action $ρ : T \to Diff (M, ω, J)$ by isometries with moment map $μ: M \rightarrow…

math.SG2022

Degeneration of Kahler polarizations to mixed polarizations on toric varieties

Dan Wang

Let $(X, ω, J)$ be a toric variety of dimension $2 n$ determined by a Delzant polytope. In this paper, we first construct the polarizations $\shP_{k}$ by the Hamiltonian $T^{k}$ -act…

Geodesic rays in the space of Kähler metrics with T-symmetry

Degeneration of Kahler polarizations to mixed polarizations on toric varieties

Geodesic rays in the space of Kähler metrics with $T$ -symmetry