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It should be mentioned that it was recently proved by Gruji´c&Kalisch [5] a result on local well-posedness of the generalized KdV equation (KdV is an abbreviation for

By considering the p-laplacian operator, we show the existence of a solution to the exterior (resp interior) free boundary problem with non constant Bernoulli free boundary

Figure 7: The coding of the boundary of a polyomino, starting from A and moving in a clockwise sense; its salient (resp. reentrant) points are indicated by black (resp. A

We observe that the elevation of the water waves is in the form of traveling solitary waves; it increases in amplitude as the wave number increases k, as shown in Figures 3a–3d,

We remind that an operator T is called closed (resp. The class of the paraclosed operators is the minimal one that contains the closed operators and is stable under addition and

Then the strongly mixed variational-hemivariational inequality SMVHVI is strongly (resp., weakly) well posed in the generalized sense if and only if the corresponding inclusion

Tuyen proved that a regular space with a locally countable sn-network (resp., weak base) if and only if it is a compact-covering (resp., compact-covering quotient) compact and

In particular, if (S, p) is a normal singularity of surface whose boundary is a rational homology sphere and if F : (S, p) → (C, 0) is any analytic germ, then the Nielsen graph of