106 citations · 434 across the 21 of their papers we have counts for
24 papers
Tracking the symmetries of -orbifold K3s within the Mathieu groups
Kasia Budzik, Anne Taormina, Mara Ungureanu +2
For -orbifold limits of K3, we provide a counterpart to the extensive studies by Nikulin and others of the geometry and symmetries of classical Kummer surfaces. In par…
Folding of Hitchin systems and crepant resolutions
Florian Beck, Ron Donagi, Katrin Wendland
Folding of ADE-Dynkin diagrams according to graph automorphisms yields irreducible Dynkin diagrams of ABCDEFG-types. This folding procedure allows to trace back the properties of t…
SU(2) channels the cancellation of K3 BPS states
Anne Taormina, Katrin Wendland
The conformal field theoretic elliptic genus, an invariant for N=(2,2) superconformal field theories, counts the BPS states in any such theory with signs, according to their bosoni…
Not Doomed to Fail
Anne Taormina, Katrin Wendland
In their recent manuscript "An Uplifting Discussion of T-Duality", arXiv:1707.08888, J. Harvey and G. Moore have reevaluated a mod two condition appearing in asymmetric orbifold co…
Hodge-elliptic genera and how they govern K3 theories
Katrin Wendland
The (complex) Hodge-elliptic genus and its conformal field theoretic counterpart were recently introduced by Kachru and Tripathy, refining the traditional complex elliptic genus. W…
The Conway Moonshine Module is a Reflected K3 Theory
Anne Taormina, Katrin Wendland
Recently, Duncan and Mack-Crane established an isomorphism, as Virasoro modules at central charges c=12, between the space of states of the Conway Moonshine Module and the space of…