Proves dim(hol_off) ≥ rank([ω]_mixed) − dim(K) as a topological lower bound for calibrated connections with pure-bidegree torsion on surface products.
Aronszajn,A unique continuation theorem for solutions of elliptic partial differ- ential equations or inequalities of second order, J
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Cohomological Calibration and Curvature Constraints on Product Manifolds: A Topological Lower Bound
Proves dim(hol_off) ≥ rank([ω]_mixed) − dim(K) as a topological lower bound for calibrated connections with pure-bidegree torsion on surface products.