14 citations · 109 across the 30 of their papers we have counts for
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math.AT2014
Toric origami structures on quasitoric manifolds
Anton Ayzenberg, Mikiya Masuda, Seonjeong Park +1
We construct quasitoric manifolds of dimension 6 and higher which are not equivariantly homeomorphic to any toric origami manifold. All necessary topological definitions and combin…
math.AT2014★ 5 cited
Cohomology of toric origami manifolds with acyclic proper faces
Anton Ayzenberg, Mikiya Masuda, Seonjeong Park +1
A toric origami manifold is a generalization of a symplectic toric manifold (or a toric symplectic manifold). The origami symplectic form is allowed to degenerate in a good control…
math.AT2014★ 4 cited
Homology of torus spaces with acyclic proper faces of the orbit space
Anton Ayzenberg
Let be 2n-dimensional compact manifold with a locally standard action of a compact torus. The orbit space is a manifold with corners. Suppose that all proper faces of $X/…