Bull. Korean Math. Soc. 2017; 54(5): 1627-1654
Online first article July 4, 2017 Printed September 30, 2017
https://doi.org/10.4134/BKMS.b160683
Copyright © The Korean Mathematical Society.
Daniel Evans, Aleksandr Pukhlikov
The University of Liverpool, The University of Liverpool
We prove that in the parameter space of $M$-dimensional Fano complete intersections of index one and codimension two the locus of varieties that are not birationally superrigid has codimension at least $\frac12 (M-9)(M-10)-1$.
Keywords: Fano complete intersection, maximal singularity, mobile linear system, multiplicity
MSC numbers: 14E05, 14E07
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