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math.AP2011★ 11 cited
Uniqueness of Tangent Cones to Positive-(p,p) Integral Cycles
Costante Bellettini
Let $(M, \om)$ be a symplectic manifold, endowed with a compatible almost complex structure J and the associated metric g . For any p \in {1, 2, ... (dim M)/2} the form $\Om := \fr…
math.AP2011★ 2 cited
Tangent cones to positive-(1,1) De Rham currents
Costante Bellettini
We consider positive-(1,1) De Rham currents in arbitrary almost complex manifolds and prove the uniqueness of the tangent cone at any point where the density does not have a jump w…