Totally Left-Invariant Quasi-Einstein Metric

• Totally left-invariant quasi-Einstein metrics are geometric structures on Lie groups that remain invariant under left translations while satisfying modified curvature conditions.
• The study employs advanced invariant analysis and Lie algebra techniques to rigorously explore the metric’s properties and underlying symmetries.
• Insights from these metrics provide practical implications for understanding curvature evolution and applications in geometric analysis and theoretical physics.

Searching arXiv for the cited papers and closely related work on totally left-invariant quasi-Einstein metrics. arXiv search query: "totally left-invariant quasi-Einstein metric (Valiyakath, 25 Jul 2025)"