Sentence examples for step spaces from inspiring English sources

A sequence space E is said to be monotone if it contains the canonical preimages of its step spaces.

Then, is called monotone if it contains the canonical preimages of all its step spaces (see, [17]).

A sequence space is said to be monotone if it contains the canonical preimages of its step spaces.

A sequence space E F is said to be monotone if E F contains the canonical pre-images of all its step spaces.

In an intermediate step, spaces are removed and canonical forms are compared, as a first decision point for unification.

An analysis of the step spacing shows that after the flood, newly formed steps retained a similar spacing to the topographic roughness spacing in the original colluvial hollow (prior to channelization).

Prior laboratory data reveal a pattern similar to field scours, where complex interactions occur between drop height, critical flow depth, and step spacing.

The width of nanowires and the spacing between them can be independently controlled by varying deposition time and step spacing (via miscut angle), respectively.

In the first step, space-time shape/motion features (derived from interest points or dense trajectories) are extracted by their respective descriptors (i.e., HOG, HOF, MBH).

Compared with conventional orthodontic procedures, such as leveling, space closure, and finishing, the procedures used with DJR are reduced to 2 steps: space closure and alignment/finishing.

A K-step space of E is a sequence space λ K E = { ( x k n ) ∈ w : ( x k ) ∈ E ( k n ) ∈ K }.