Twisted hyperholomorphic vector bundles built from transverse Lagrangian fibrations yield proofs of the Lefschetz standard conjecture and D-equivalence for OG10-type hyperkähler manifolds.
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Equivalences via twisted hyperholomorphic sheaves from transverse Lagrangian fibrations
Twisted hyperholomorphic vector bundles built from transverse Lagrangian fibrations yield proofs of the Lefschetz standard conjecture and D-equivalence for OG10-type hyperkähler manifolds.