Defines anisotropic calibrations via a 1-parameter family on Riemannian manifolds, proves the adiabatic limit yields generalized calibrations whose calibrated submanifolds are anisotropic minimal, and shows equivalence to Fueter equations on G2-manifolds with mirror symmetry interpretations.
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Anisotropic calibrations, adiabatic limits and mirror symmetry
Defines anisotropic calibrations via a 1-parameter family on Riemannian manifolds, proves the adiabatic limit yields generalized calibrations whose calibrated submanifolds are anisotropic minimal, and shows equivalence to Fueter equations on G2-manifolds with mirror symmetry interpretations.