Advances in Theoretical and Mathematical Physics
Volume 24 (2020)
The second of two special issues in honor of Cumrun Vafa’s 60th birthday
Pages: 2043 – 2066
There is a beautiful correspondence between configurations of lines on a rational surface and tautological bundles over that surface.We extend this correspondence to families, by means of a generalized Fourier–Mukai transform that relates spectral data to bundles over a rational surface fibration.
R.D. acknowledges partial support by NSF grant DMS-2001673 and by the Simons Foundation Collaboration grant No 390287 “Homological Mirror Symmetry.”
The research of M.W. was supported in part by a visiting faculty position at the mathematics department of the University of Pennsylvania.
Published 28 September 2021