Remarks on the internal exponential stabilization to a nonstationary solution for 1D Burgers equations

(2.2) As a consequence of Theorem 2.1 we obtain the following result which can be used in fluid mechanics to prove the existence of the pressure when the viscosity term is known to

We recall the importance of formula (15) for different topics as Malliavin calculus [Ma97], definition of integral on infinite dimensional surfaces of H [AiMa88], [FePr92],

- We study the existence and regularity of densities for the solution of a class of parabolic SPDEs of Burgers type introduced by Gyongy in a recent paper.. In the

(2.2) As a consequence of Theorem 2.1 we obtain the following result which can be used in fluid mechanics to prove the existence of the pressure when the viscosity term is known to

Assumption H1 is a mild regularity assumption which is usually required to obtain rates of convergence in mode kernel estimation (see for example Parzen [8] and Romano [10]).

The total number of wavelengths C net obtained with our method (CPLFT) and SPFF1+1 on Eurocore, NSFNet, EON and UKNet real mesh network topologies, for different connection

The Gradient Discretization method (GDM) [5, 3] provides a common mathematical framework for a number of numerical schemes dedicated to the approximation of elliptic or

In the case of no constraint on the support of the control the condition leads to a much better estimate on the number of piecewise constant controls we need to stabilize the