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math.DG2026
Invariant complex structures on the Euclidean motion group as deformations of Calabi-Eckmann structures
Neda Bokan, Srdjan Vukmirovic
We classify, up to equivalence, all left-invariant complex structures on the three-dimensional Euclidean rigid motion group Our approach is based on the correspondence bet…
math.DG2021
On the moduli spaces of left invariant metrics on cotangent bundle of Heisenberg group
Tijana Sukilovic, Srdjan Vukmirovic, Neda Bokan
The main focus of the paper is the investigation of moduli space of left invariant pseudoRiemannian metrics on the cotangent bundle of Heisenberg group. Consideration of orbits of…
math.DG2018
Geodesically Equivalent Metrics on Homogenous Spaces
N. Bokan, T. Sukilovic, S. Vukmirovic
Two metrics on a manifold are geodesically equivalent if sets of their unparameterized geodesics coincide. In this paper we show that if two left -invariant metrics of arbitrary…