Stefano Marini

Stefano Marini serves as a fixed-term Researcher at the Department of Mathematical, Physical and Computer Sciences, University of Parma. His teaching portfolio includes:

• Mathematics (First cycle degree, Gastronomic Science, 2025/2026)
• Algebra and Geometry (First cycle degree, Computer Science, 2024/2025)
• Geometry 1 - mod 2 (First cycle degree, Mathematics, 2024/2025)
• Geometry and Algebra (First cycle degree, Information Systems Engineering, 2020/2021)

His research expertise spans:

• Differential Geometry
• Complex Geometry
• Lie Algebras
• CR Geometry
• Homogeneous Spaces
• Algebraic Geometry

Marini's scholarly work centers on the geometric analysis of CR manifolds and Kähler structures, with particular emphasis on homogeneous models, nondegeneracy conditions, and Levi form theory. His investigations frequently employ Lie group actions and algebraic classification methods to address fundamental questions in complex differential geometry.

Analysis of his 13 publications (2017-2024) reveals a cohesive research trajectory focused on CR geometry and Lie algebras, with 12/13 articles in pure mathematics. His recent work (2022-2024) explores projectively induced Kähler cones, root involutions in real forms, and finitely nondegenerate CR structures. The sole interdisciplinary exception (2019) applies GPU-accelerated optimization to terrestrial laser scanning in computer science.

No information is available regarding academic advising, research grants, laboratory affiliations, or professional awards.