Enhanced Error Estimates for Augmented Subspace Method with Crouzeix-Raviart Element

Key Points

• Error estimates improve in finite element analysis using the augmented subspace method, enhancing numerical accuracy.
• The new approach includes analysis with the crouzeix-raviart element, addressing traditional limitations in error measurement.
• Assessment involves theoretical modeling and simulation, focusing on finite element methods to derive improved estimates.
• The findings highlight the need for robust numerical techniques in computational mathematics to ensure precise results.