Global well-posedness of the 2D fractional micropolar equations

Key Points

• The global well-posedness is established for the 2D fractional micropolar equations, ensuring solutions remain stable over time.
• Key findings show that solutions exist, are unique, and continuously depend on initial data, crucial for practical applications.
• Assessment focuses on fractional micropolar fluid dynamics, revealing important stability properties that influence flow behaviors.
• The significance lies in advancing the understanding of complex fluid motions described by fractional differential equations.