2 citations · 3 across the 2 of their papers we have counts for
8 papers
Almost complex manifolds with small Nijenhuis tensor
Luis Fernandez, Tobias Shin, Scott O. Wilson
We give several explicit examples of compact manifolds with a -parameter family of almost complex structures having arbitrarily small Nijenhuis tensor in the -norm. The …
Almost Hermitian Identities
Joana Cirici, Scott O. Wilson
We study the local commutation relation between the Lefschetz operator and the exterior differential on an almost complex manifold with a compatible metric. The identity that we ob…
Harmonic symmetries for Hermitian manifolds
Scott O. Wilson
Complex manifolds with compatible metric have a naturally defined subspace of harmonic differential forms that satisfy Serre, Hodge, and conjugation duality, as well as hard Lefsch…
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…
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…
Differential K-theory as equivalence classes of maps to Grassmannians and unitary groups
Thomas Tradler, Scott O. Wilson, Mahmoud Zeinalian
We construct a model of differential K-theory, using the geometrically defined Chern forms, whose cocycles are certain equivalence classes of maps into the Grassmannians and unitar…