Sentence examples for arbitrary segment from inspiring English sources

M p q and Q be an arbitrary segment in [ 0, 1 ], f 0 ( x ) = { 1, x ?

Given an arbitrary segment of a clothoid over a finite interval, we propose a novel method for generating a polynomial approximation, based on employing s-power series, the two-point analogue of Taylor expansions.

Here we emphasize that the coupling of nonlocal multi-point and Riemann-Liouville type strip condition considered on an arbitrary segment ((0, eta) subset[0, 1]) can be interpreted as the linear combination of the values of the unknown function at nonlocal points (zeta_{i} in 0, 1)) is proportional to the strip contribution of the unknown function.

This comparison may be based on the phenetic distance [14] [16], likelihood [17] or posterior distribution [18] of the topologies for each arbitrary segment.

This analysis is complementary to that performed in 'Map' mode, which requires an arbitrary segment window.

Artificial segmentation of a single study into multiple arbitrary segments composed 20% of the duplicate publication.

Arbitrary segments (which may be intergenic or overlap more than one gene) can be handled similarly by averaging the dinucleotide counts of the sequence and its reverse complement.

In this analysis, neural patterns were classified not into syllables as above or into any linguistic constituent but into arbitrary segments of speech, allowing for a-theoretical insight into the encoding properties of neurons.

Important features that distinguish these tools include web-based versus stand-alone versions, allowing the use of an arbitrary germline segment database, computing time, the quality of D segment calls, allowing multiple D segments in a single rearrangement, allowing inverted or no D segments, and the availability of source code.

Given an arbitrary line segment in parameter space, the iterative line search algorithm in GAST finds the point on that line segment that approximately maximizes the objective function.

On the other hand, when a strain εPoly is applied on a nanocomposite, the coordinates of the two intersection points i and j in the arbitrary CNT segment as shown in Figure 9 can be updated as follows by using the 3D fiber reorientation model [16] based on an affine transformation: x ′ i = x i 1 + ε Poly (10) y ′ i = y i 1 − ν ε Poly (11) z ′ i = z i 1 − ν ε Poly (12).