Sentence examples for global in time from inspiring English sources

The estimates are global in time and are proved using a variation of Morawetz multipliers.

The global in time existence, uniqueness as well as the regularity of a solution are addressed.

This will be applied to obtain various new global in time estimates for weak solutions of the Navier-Stokes equations.

We obtain global in time bounds for the heat kernel G of the Schrödinger operator L=−Δ+V.

The algorithm is global in time, meaning that the entire propagation can be carried out in just a few time steps.

We derive a new conservative and entropy decaying semi-discretized FPLE for which we prove the existence of global in time, positive.

We derive a conservative and entropy decaying semidiscretized Landau equation for which we prove the existence of global in-time positive solutions.

We prove a local-in-time non-squeezing result and a conditional global-in-time result which states that uniform bounds on the Strichartz norms of solutions imply global-in-time non-squeezing.

This requires a global-in-time study of the dynamics generated by a non normal operator with non constant coefficients.

For these equations, only the existence of global-in-time weak solutions is available in some particular cases.

In this article we study global-in-time Strichartz estimates for the Schrödinger evolution corresponding to long-range perturbations of the Euclidean Laplacian.