Introduces lax stability conditions with massless semistables and a deformation-equivalence identification space that stratifies into stability spaces of Verdier quotients, illustrated on rank-2 Grothendieck group examples.
Silting objects, simple-m inded collections, t-structures and co- t-structures for finite-dimensional algebras
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Partial compactification of stability manifolds via massless semistable objects
Introduces lax stability conditions with massless semistables and a deformation-equivalence identification space that stratifies into stability spaces of Verdier quotients, illustrated on rank-2 Grothendieck group examples.