A posteriori error estimates for the generalized overlapping domain decomposition method for a parabolic variational equation with mixed boundary condition

The paper deals with a posteriori error estimates for the generalized overlapping domain decomposition method with mixed boundary condition the interfaces for parabolic variational equation with Laplace boundary value problems are proved using by the theta time scheme combined with Galerkin spatial approximation.

• a posteriori error estimation
• mixed boundary conditions
• interface conditions

• Advanced Numerical Methods in Computational Mathematics
• Matrix Theory and Algorithms
• Contact Mechanics and Variational Inequalities
• a posteriori error estimation
• mixed boundary conditions
• interface conditions
• Computational Mechanics
• Computational Theory and Mathematics
• Engineering
• Computer Science