Kähler quotients of compact Hamiltonian torus manifolds undergo explicit bimeromorphic transformations across walls, enabling comparison of Kähler classes and computation of Riemann–Roch numbers of singular quotients.
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Comparison of K\"{a}hler quotients of torus actions
Kähler quotients of compact Hamiltonian torus manifolds undergo explicit bimeromorphic transformations across walls, enabling comparison of Kähler classes and computation of Riemann–Roch numbers of singular quotients.