Giulia Dileo

activity

20222026

collaborators

3 papers

math.DG2026

Transversely Kähler almost contact metric Lie algebras

Giulia Dileo, Deniz Poyraz, Bayram Şahin

We study transversely Kähler almost contact metric Lie algebras $(g, φ, ξ, η, g)$ such that the structure $1$ -form $η$ is a contact form. They include both quasi Sasakian an…

math.DG2025

A new approach to the classification of almost contact metric manifolds via intrinsic endomorphisms

Ilka Agricola, Dario Di Pinto, Giulia Dileo +1

In 1990, D. Chinea and C. Gonzalez gave a classification of almost contact metric manifolds into $2^{12}$ classes, based on the behaviour of the covariant derivative $\nabla^{g} Φ$ of…

math.DG2022

Curvature Properties of 3- $(α, δ)$ -Sasaki Manifolds

Ilka Agricola, Giulia Dileo, Leander Stecker

We investigate curvature properties of 3- $(α, δ)$ -Sasaki manifolds, a special class of almost 3-contact metric manifolds generalizing 3-Sasaki manifolds (corresponding to $α = δ = 1$ )…

Transversely Kähler almost contact metric Lie algebras

A new approach to the classification of almost contact metric manifolds via intrinsic endomorphisms

Curvature Properties of 3-(α,δ)-Sasaki Manifolds

Curvature Properties of 3- $(α, δ)$ -Sasaki Manifolds