13 citations · 40 across the 11 of their papers we have counts for
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math.DG2018
Dolbeault cohomology for almost complex manifolds
Joana Cirici, Scott O. Wilson
This paper extends Dolbeault cohomology and its surrounding theory to arbitrary almost complex manifolds. We define a spectral sequence converging to ordinary cohomology, whose fir…
math.DG2018★ 1 cited
Topological and geometric aspects of almost Kähler manifolds via harmonic theory
Joana Cirici, Scott O. Wilson
The well-known Kähler identities naturally extend to the non-integrable setting. This paper deduces several geometric and topological consequences of these extended identities for…
math.DG2018
Center of mass and Kähler structures
Scott O. Wilson, Mahmoud Zeinalian
There is a sequence of positive numbers , such that for any connected -dimensional Riemannian manifold , there are two mutually exclusive possibilities: There i…