7 citations · 7 across the 4 of their papers we have counts for
5 papers
CR structures, k-contact structures, and generalized Sasakian structures
Janet Talvacchia
In previous work (arXiv:2205.12067), we defined a notion of a generalized Sasakian structure in the context of generalized contact geometry, the odd dimensional analogue of general…
Generalized Sasakian Structures from a Poisson Geometry Point of View
Janet Talvacchia
In this paper we define a canonical Poisson structure on a normal generalized contact metric space and use this structure to define a generalized Sasakian structure. We show also t…
Commuting Pairs of Generalized Contact Metric Structures
Janet Talvacchia
In this paper, we prove a theorem that gives a simple criterion for generating commuting pairs of generalized almost complex structures on spaces that are the product of two genera…
Generalized CoKähler Geometry and an Application to Generalized Kähler Structures
Ralph R. Gomez, Janet Talvacchia
In this paper we define the notion of a generalized coKähler structure and prove that the product of generalized contact metric manifolds $(M_i, Φ_i,E_{\pm,i},…
On Products of Generalized Geometries
Ralph R. Gomez, Janet Talvacchia
In this paper we address what generalized geometric structures are possible on products of spaces that each admit generalized geometries. In particular we consider, first, the prod…