The modified Korteweg - de Vries equation in the theory of large - amplitude internal waves

The main goal of this paper, therefore is to establish by rigorous singular perturbation theory a simple numerical condition guaranteeing the existence of periodic traveling

Our initial intuition, based on the experience with an isolated direct cascade, indicated that the increase of the spectral domain will lead to the change of the spectrum exponents

In this article we focus, as a first step opening further re- search, on the stabilizability problem for the linear Korteweg- de Vries equation with a control acting on the

We give the asymptotics of the Fourier transform of self-similar solutions to the modified Korteweg-de Vries equation, through a fixed point argument in weighted W 1, 8 around

This type of flow field has an advantage over the serpentine shaped channels due to the lower pressure losses; on the other hand, a major drawback is that different paths

To test whether the vesicular pool of Atat1 promotes the acetyl- ation of -tubulin in MTs, we isolated subcellular fractions from newborn mouse cortices and then assessed

Periodic modified Korteweg- de Vries equation, Unconditional uniquess, Well-posedness, Modified energy.. ∗ Partially supported by the french ANR

In the adsorption process, two C-O groups on berberine molecules became the electron acceptor of hydrogen-bond and the N-H group on resin molecules became