3 papers
math.AT2025
Massey products for homotopy inner products
Kate Poirier, Thomas Tradler, Scott O. Wilson
This paper defines Massey-type products for a homotopy inner product on an algebra, called Massey inner products. We include an explicit description of ordinary Massey p…
math.SG2024
Conformally symplectic structures and the Lefschetz condition
Mehdi Lejmi, Scott O. Wilson
This short note provides a symplectic analogue of Vaisman's theorem in complex geometry. Namely, for any compact symplectic manifold satisfying the hard Lefschetz condition in degr…
math.AT2024
Homotopy BV-algebras in Hermitian geometry
Joana Cirici, Scott O. Wilson
We show that the de Rham complex of any almost Hermitian manifold carries a natural commutative -algebra structure satisfying the degeneration property. In the almost Kä…