3 citations · 6 across the 5 of their papers we have counts for
5 papers · 1 filter
Symplectic cohomological rigidity via toric degnerations
Milena Pabiniak, Susan Tolman
In this paper we study whether symplectic toric manifolds are symplectically cohomologically rigid. Here we say that symplectic cohomological rigidity holds for some family of symp…
Toric degenerations in symplectic geometry
Milena Pabiniak
A toric degeneration in algebraic geometry is a process where a given projective variety is being degenerated into a toric one. Then one can obtain information about the original v…
Canonical bases for the equivariant cohomology and K-theory rings of symplectic toric manifolds
Milena Pabiniak, Silvia Sabatini
Let be a symplectic toric manifold acted on by a torus . In this work we exhibit an explicit basis for the equivariant K-theory ring w…
Gromov width of non-regular coadjoint orbits of U(n), SO(2n) and SO(2n+1)
Milena Pabiniak
Let G be a compact connected Lie group G and T its maximal torus. The coadjoint orbit O_lambda through lambda in Lie(T)^* is canonically a symplectic manifold. Therefore we can ask…
Displacing Lagrangians in the manifolds of full flags in C^3
Milena Pabiniak
In symplectic geometry a question of great importance is whether a (Lagrangian) submanifold is displaceable, that is, if it can be made disjoint from itself by the means of a Hamil…