Sentence examples for between two adjacent points from inspiring English sources
The service-level function is a piecewise-linear-concave function with a shape of reversed rectangular, triangular or trapezoid that the function shape is subjected to tightness of the time between two adjacent points of vector.
His proposal is elementary in the sense that the smallest distance, viz. the distance between two adjacent points \(x_{i}\) and \(x_{i+1}\) is equal to 1 and likewise for the time coordinate, so that 1 becomes the maximum velocity, put equal to \(c\), so \(c = 1\).
The first step: Obtain the absolute value of the difference between two adjacent points: D_val,(n - 1) = left| {y,(n) - y,(n - 1)} right| (9 where D_val represents the absolute value of the difference between the adjacent points; y (n) indicates the value of the Nth point; and y (n − 1) indicates the value of the N − 1th point.
The distance between two adjacent points is given by: d_{i,i+1} = sqrt{{d_i}^2 + {d_{i+1}}^2 - 2d_id_{i+1} cos alpha _{mathrm{BW}}} (3)The VPH+ classifies obstacles as concave or convex, depending on which the following symbol function is constructed: B(i) = left{ begin{array}{ll} 0 & quad i in {text {concave obstacle block}} 1 & quad {text {otherwise}} end{array}right.
†Maximum difference measured between two adjacent points.
The maximum difference between two adjacent points was on average also larger in the control group than in the intervention group (1.15 cm v 0.68 cm, P=0.0207).
By adding 90° to the azimuth angle between each two adjacent points, the forward-looking direction of the Google vehicle is extracted.
After morphological smoothing operations, the difference in the Pad between every two adjacent points is transformed into a sequence, the elements of which are subjected to a t-test to identify the most significant difference.
The important variable here would be the maximum difference in arm circumference between any two adjacent points.
The digitization rate of the DAQ system was 50 mega samples per second (MSPS), which is equivalent to a 20 ns interval between any two adjacent points.
A patient would have a diagnosis of secondary lymphoedema if the maximum difference between any two adjacent points was 2 cm or greater.
