Math @ Duke

Publications [#243265] of Paul S. Aspinwall
Preprints
 Aspinwall, PS, Exoflops in two dimensions,
Journal of High Energy Physics, vol. 2015 no. 7
(July, 2015), Springer Nature [arXiv:1412.0612], [doi]
(last updated on 2019/04/23)
Abstract: © 2015, The Author(s). Abstract: An exoflop occurs in the gauged linear σmodel by varying the Kähler form so that a subspace appears to shrink to a point and then reemerge “outside” the original manifold. This occurs for K3 surfaces where a rational curve is “flopped” from inside to outside the K3 surface. We see that whether a rational curve contracts to an orbifold phase or an exoflop depends on whether this curve is a line or conic. We study how the Dbrane category of the smooth K3 surface is described by the exoflop and, in particular, find the location of a massless Dbrane in the exoflop limit. We relate exoflops to noncommutative resolutions.


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