Sentence examples for schemes for time from inspiring English sources

Engelson et al. (2000) [19] have proposed lossless and lossy delta compression schemes for time series data.

Reliable synchronization is one of the key factors determining the transmission performance in communication channels, and various schemes for time, frequency, and phase estimation for imperfect communication links have been proposed and implemented.

In this paper we develop non-linear ADER schemes for time-dependent scalar linear and non-linear conservation laws in one-, two- and three-space dimensions.

Then novel adaptive schemes for time-varying anticipating synchronization of certain or uncertain chaotic dynamical systems are designed based on the Lyapunov function and invariance principle.

This paper is concerned with the design of improved active queue management (AQM) control schemes for time-delay systems taking into account explicitly the presence of delays in the controller design.

Finite difference operators satisfying the summation-by-parts (SBP) rules can be used to obtain high order accurate, energy stable schemes for time-dependent partial differential equations, when the boundary conditions are imposed weakly by the simultaneous approximation term (SAT).

The solution method includes the finite element approximation for space and the Marchuk Yanenko operator splitting scheme for time discretization.

A scheme for time and power efficient embedded system design, using hardware and software components, is presented.

We present in this section the stability analysis of the Crank-Nicolson scheme for time fractional advection diffusion equation.

The scheme is based on a spectral-Galerkin approximation for the space variables and a second-order projection scheme for time.

Figure 1 shows a stochastic trajectory of (x t)) generated by the Euler scheme for time step (Delta=2^{-8}) for system (14) on ([0,300]).