For an analytic K3 surface with Picard group zero, the mass map from the projective stability manifold to the space of masses of semi-rigid objects is a homeomorphism onto an open disk whose closure is a closed disk.
( On the existence of holomorphic vector bundles on non- algebraic surfaces) , J
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The Thurston compactification of the stability manifold of a generic analytic K3 surface
For an analytic K3 surface with Picard group zero, the mass map from the projective stability manifold to the space of masses of semi-rigid objects is a homeomorphism onto an open disk whose closure is a closed disk.