Semi-Invariant Submanifolds of a Trans Sasakian Manifold with Ricci Soliton

Key Points

• The study identifies conditions for different types of Ricci solitons in semi-invariant submanifolds, enhancing geometric understanding.
• Key metrics include the categorization of Ricci solitons as steady, shrinking, or expanding based on derived conditions.
• This work employs analytical techniques to establish properties of Ricci solitons, showcasing a methodical geometric approach.
• The findings suggest intricate relationships between geometry and soliton behavior in trans Sasakian manifolds, highlighting areas for future inquiry.