Proves the compactly supported symplectic mapping class group of conifold smoothing X splits off an infinite-rank free group and classifies spherical objects in D(Y) for the conifold resolution.
Lagrangian homology spheres in (A_m) M ilnor fibres via C^* -equivariant A_ -modules
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Symplectomorphisms and spherical objects in the conifold smoothing
Proves the compactly supported symplectic mapping class group of conifold smoothing X splits off an infinite-rank free group and classifies spherical objects in D(Y) for the conifold resolution.