Cell scale modeling of electropermeabilization by periodic pulses.

(16) The main motivation of this study is that, contrarily the Stepanov case (see [7] and [8]), where it is shown the nonexistence of purely Stepanov almost periodic solutions

We show that the unique solution to a semilinear stochastic differ- ential equation with almost periodic coefficients driven by a fractional Brown- ian motion is almost periodic in

Generation of periodic arrangements of matter on materials irradiated by laser fields of uniform and isotropic energy distribution is a key issue in controlling

In Dynamical Sys- tems, Theory and Applications (Rencontres, Battelle Res. Lecture Notes in Phys., Vol. Lorentz, Le mouvement des ´electrons dans les m´etaux. Str¨ ombergsson,

In 1995, Constantin, Foias, Kukavica, and Majda had shown that the 2-D space periodic Navier–Stokes equations have a rich set of the solutions that exist for all times t ∈ R and

During the completion of the present work, we remarked that approximations by a flux-splitting scheme (i.e. a special choice of the numerical flux) have been recently shown to

In view of the result of Kappeler and Topalov for KdV it thus appears that even if the dissipation part of the KdV-Burgers equation allows to lower the C ∞ critical index with

We compare random simulations simu , periodic simulation with isotropic cell perEC and elliptic cell perEE , to the IDD scheme with circular atmosphere and the MT scheme. The IDD