Cones over non-trivial minimal products fail to be calibrated by any globally defined smooth calibration in Euclidean spaces due to their minimal product structure.
Federer,\ \ Geometric Measure Theory ,\ Springer-Verlag, New York , 1969
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Cones over minimal products cannot be calibrated by smooth calibrations
Cones over non-trivial minimal products fail to be calibrated by any globally defined smooth calibration in Euclidean spaces due to their minimal product structure.