Sentence examples for dimension because of the from inspiring English sources

He describes it as a peek into the fourth dimension because of the way it allows viewers to experience a singular moment in time from multiple viewpoints.

While the music and movie industries have won court victories against file-sharing services like Kazaa, Grokster and Napster, analysts said that the Pirate Bay case has a symbolic dimension because of the public way in which the operators have thumbed their noses at media companies.

With regard to the dynamic behavior of gas phase, the large-scale column was found to have a relatively small correlation dimension because of the coherent gross circulation flow structure induced by the bias in the bubble formation on the distributor.

However, compared to the Co3O4 nanosheets on NF, the nanosheets on rGO-coated NF have a higher density and lower dimension because of the roughened NF surface due to rGO.

The nanostructures in sample 1 maintained their stem size during growth, and only a small segment of the stem near the terminal particle exhibited a decreased dimension because of the relatively low In vapor saturation toward the end of the experiment.

At Caltech, however, this axiom takes on a special dimension because of the oddball nature of the institution..

The wave field thus created must be modelled in three dimensions because of the excitation under each axle and the movement of the train.

RMTS scales up to four dimensions with 10 15 spline coefficients per dimension, but scaling beyond that requires coarsening of the spline in some of the dimensions because of the computational cost of the energy minimization step.

At lunchtime, Firehouse can seem even smaller than its shoe-box dimensions, because of the conga line of customers working their way up to the counter or helping themselves to the salad bar ($5.99 a pound for an abundant assortment of greens and condiments).

The adaptive method could be more useful in cases where these thin filaments that need to be resolved are a very small fraction of the hyper-volume, which arises in higher dimensions because of the surface-to-volume scaling and the essentially one-dimensional structure of the filaments.

In this way, the deformations can sum up together in different dimensions because of the dimensionless processing.