Regularity in kinetic formulations via averaging lemmas

The benchmark instances for the CC problem were easily solved to optimality by an ILP formulation (denoted IP(CC)) usually used in the literature for graph clustering

Af- ter having developed a functional framework suited to these complex material tensors (i.e. func- tion spaces, Helmholtz decompositions, Weber inequalities, and compact

—We consider a semilinear elliptic eigenvalues problem on a ball of R n and show that all the eigenfunctions and eigenvalues, can be obtained from the Lane-Emden function.. It is

2014 On a class of variational inequalities involving gradient operators, J. 2014 On the solvability of a class of semilinear variational

In this paper, we show that the gradient of the solution of such a problem is continuous when a directional derivative is prescribed on the boundary of a Lipschitz domain for a

In particular, an amplitude equation was derived for weakly nonlinear surface waves associated with reversible, isothermal phase boundaries.. Our aim here is to prove that

To assess the posterior uncertainty on the param- eters appearing in each formulation given a simulated vibration field and a mechanical model, a Gibbs sampler [4],

On this problem, BDD-NL and FETI-NL method were quite equivalent (see tables 2 and 3: at last time step, a total of 1535 cumulated Krylov iterations was recorded for both methods,