A hybrid mixed domain decomposition method with stabilization achieves optimal q+1 convergence for primal and hybrid variables and uniform error bounds in the stabilization parameter tau using Raviart-Thomas elements.
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On a Hybrid Mixed Domain Decomposition Method
A hybrid mixed domain decomposition method with stabilization achieves optimal q+1 convergence for primal and hybrid variables and uniform error bounds in the stabilization parameter tau using Raviart-Thomas elements.