Sentence examples for orders for finding from inspiring English sources

If you have been handed down the orders for finding the next best thing for your organization and all windows open to the Cloud, you are bound to be confronted with all the terminologies and options the Cloud may offer.

This operation accesses the pixels sequentially in raster scan order for finding the eight-connectivity using the pixel-based scan mask as shown in Figure 1 [5].

This operation accesses the pixels sequentially in raster scan order for finding the eight-connectivity using the 2 × 2 block-based scan mask as shown in Figure 2. Classical 2 × 2 block-based connected components labeling was first introduced by Grana et al. [3].

Certainly an investigation to determine the optimal ordering for finding differentially expressed gene sets would be interesting.

Mr. Bush's plea for a new dialogue came as his administration published the report of an energy task force containing scores of specific proposals -- many that he can impose by executive order -- for finding new sources of power and encouraging a range of new energy technologies.

METIS finds an ordering that generates an approximation of a minimum fill-in edge-set and this ordering can be used for finding cliques in the triangulated graph (Galinier et al.., 1995).

Second order algorithms are used for finding "mass conserving" extension velocities, for discretizing the local interfacial curvature and also for the discretization of the cell-centered projection step.

It is shown that any complete solution of a quasi-linear partial differential equation of the first order can be used for finding the motion of the dynamical system without any additional integration.

This paper addresses the problem of finding an optimal ordering, proves its hardness, and gives several heuristics for finding an optimal ordering in the distributed environment.

We seek a local reduced-order model for this kind of multiscale transport problems and thus, develop a systematic approach for finding reduced-order approximations of the solution.

We develop randomized algorithms for finding the ordering as well as for finding a subset of systems for which a common Lyapunov function exists.