A convergence result for mean curvature flow of totally real submanifolds

Key Points

• The central aim is to demonstrate the convergence behavior of mean curvature flow starting from an almost minimal totally real submanifold.
• Developing theoretical frameworks for analyzing mean curvature flow.
• Extending previous results on Lagrangian mean curvature flow to totally real submanifolds.
• Applying quantitative techniques to establish convergence results.
• Demonstrated that mean curvature flow converges from almost minimal totally real submanifolds.
• Positive extension of Li's result, enhancing its applicability in mathematical analysis.