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Quelques remarques sur la notion de modification affine
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We construct a global counterpart to the notion of affine modification due to Kaliman and Zaidenberg. This leads to a simple explicit description of the structure of birational affine morphisms between arbitrary quasi-projective varieties.
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A polyptych of multi-centered deformation spaces
Deformation spaces for arbitrarily long chains of closed immersions are constructed, and panelization isomorphisms show they can be rebuilt from shorter chains in a 19-panel polyptych for length three.
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