TítuloStabilized dual mixed method for the problem of linear elasticity with mixed boundary conditions

Lasry and P.-L Lions, Nonlinear elliptic equations with singular boundary conditions and stochastic control with state constraints.. The model

We prove the persistence of boundary smoothness of vortex patches for non- linear transport equations with velocity fields given by convolution of the density with a kernel of the

Of course for those cases in which the kernel is divergence free, the quasi-geostrophic equation in particular, one does not need the boundary commutators and getting the

The success of computational drug design depends on accurate predictions of the binding free energies of small molecules to the target protein. ligand-based drug discovery

This value of  is consistent with the one obtained from the topological susceptibility above, and both are in nice agreement with the alternative determination of [64], that

Open boundary conditions in time are used to address the problem of topological freezing at small lattice spacings and twisted-mass reweighting for improved stability of

Table 2 Results of general linear mixed models explaining variation in the minimum distance of approach of water pipit males exposed to song stimuli of varying frequency bandwidth of

In [3] the stability of the Chorin-Temam projection method is considered and, in case of non inf-sup stable mixed finite elements, some a priori bounds for the approximations to