Ferulic acid activity in topical formulations: technological and scientific prospecting
GR Cavalcanti, FIC Duarte, A Converti… - Current …, 2021 - ingentaconnect.com
Introduction: Ferulic acid is a phenolic compound widely distributed in monocotyledons, with
several applications, especially in pharmaceutical and dermo-cosmetic industries. It has …
several applications, especially in pharmaceutical and dermo-cosmetic industries. It has …
Reduction of Courant algebroids and generalized complex structures
We present a theory of reduction for Courant algebroids as well as Dirac structures, generalized
complex, and generalized Kähler structures which interpolates between holomorphic …
complex, and generalized Kähler structures which interpolates between holomorphic …
New aspects of the ddc-lemma
GR Cavalcanti - arXiv preprint math/0501406, 2005 - arxiv.org
We produce examples of generalized complex structures on manifolds by generalizing results
from symplectic and complex geometry. We produce generalized complex structures on …
from symplectic and complex geometry. We produce generalized complex structures on …
Generalized complex geometry and T-duality
GR Cavalcanti, M Gualtieri - arXiv preprint arXiv:1106.1747, 2011 - arxiv.org
We describe how generalized complex geometry, which interpolates between complex and
symplectic geometry, is compatible with T-duality, a relation between quantum field theories …
symplectic geometry, is compatible with T-duality, a relation between quantum field theories …
Generalized complex structures on nilmanifolds
GR Cavalcanti, M Gualtieri - arXiv preprint math/0404451, 2004 - arxiv.org
We show that all 6-dimensional nilmanifolds admit generalized complex structures. This
includes the five classes of nilmanifold which admit no known complex or symplectic structure. …
includes the five classes of nilmanifold which admit no known complex or symplectic structure. …
Examples and counter‐examples of log‐symplectic manifolds
GR Cavalcanti - Journal of Topology, 2017 - Wiley Online Library
We study topological properties of log‐symplectic structures and produce examples of compact
manifolds with such structures. Notably, we show that several symplectic manifolds do …
manifolds with such structures. Notably, we show that several symplectic manifolds do …
Stable generalized complex structures
GR Cavalcanti, M Gualtieri - Proceedings of the London …, 2018 - Wiley Online Library
A stable generalized complex structure is one that is generically symplectic but degenerates
along a real codimension two submanifold, where it defines a generalized Calabi–Yau …
along a real codimension two submanifold, where it defines a generalized Calabi–Yau …
[HTML][HTML] The decomposition of forms and cohomology of generalized complex manifolds
GR Cavalcanti - Journal of Geometry and Physics, 2006 - Elsevier
We study the decomposition of forms induced by a generalized complex structure giving a
complete description of the bundles involved and, around regular points, of the operators ∂ …
complete description of the bundles involved and, around regular points, of the operators ∂ …
Symplectic resolutions, Lefschetz property and formality
We introduce a method to resolve a symplectic orbifold(M,ω) into a smooth symplectic manifold
(M,ω). Then we study how the formality and the Lefschetz property of (M,ω) are compared …
(M,ω). Then we study how the formality and the Lefschetz property of (M,ω) are compared …
Blow‐up of generalized complex 4‐manifolds
GR Cavalcanti, M Gualtieri - Journal of Topology, 2009 - Wiley Online Library
We introduce blow‐up and blow‐down operations for generalized complex 4‐manifolds.
Combining these with a surgery analogous to the logarithmic transform, we then construct …
Combining these with a surgery analogous to the logarithmic transform, we then construct …