Non overlapping Domain Decomposition Methods for Time Harmonic Wave Problems

The separation of sources of error in the lower bounds of global error on forward and adjoint problem enables the definition of the following criterion : STOP when α ă ρ discr and α r

According to our clinic experience, wound closure after DSWI, either primary or delayed, will be performed most of the time based on the optical assessment performed by the surgeon

first remark that global dual Schur complement S d is non-definite as soon as redundancies appear in the connectivity description of the interface, anyhow it is easy to prove [41]

A strict error bound with separated contributions of the discretization and of the iterative solver in non-overlapping domain decomposition meth- ods... A strict error bound

As an illustration of this framework, we prove new estimates for overlapping domain decomposition methods with Robin-type transmission condi- tions for the

In this section, we discuss the impact that some major pre- conditions (i.e. the cascade of overloads with large transfers of power, the separation of highly dependent regions and

With the proposed approach, existing sweeping preconditioners, such as the symmetric Gauss-Seidel and parallel double sweep preconditioners, can be applied to checkerboard

The present paper deals with maximal Lp-regularity for non-autonomous evolution equations in the setting of Hilbert spaces. We consider another Hilbert space V which is densely