Exact(3)
Antecedent 1 is centroid of a RoI, Antecedent 2 is the number of fluctuating points in the ROI, and Consequent is the possibility that there is a target at this RoI.
IF centroid of a RoI is, and the number of fluctuating points in the ROI is, THEN the possibility that there is a target at this RoI is, where.
Our FLS for automatic target detection will classify each ROI (with target or no target) based on two antecedents: the centroid of the ROI and the number of fluctuating points in the ROI.
Similar(57)
Definition 3 (Fluctuating Point in RoI). is called a fluctuating point in the RoI if are nonmonotonically increasing or decreasing.
Children with a constant status of GJH, as described in 1a, but including children fluctuating one point in BT between test rounds (n = 119) This group (2a) was further stratified into a subgroup having simultaneous knee hypermobility of at least one knee during at least one of the test rounds (n = 56).
Therefore, post hoc analyses on the following groups were calculated for: 2) Children with a constant status of GJH, as described in 1a, but including children fluctuating one point in BT between test rounds (n = 119) This group (2a) was further stratified into a subgroup having simultaneous knee hypermobility of at least one knee during at least one of the test rounds (n = 56).
In general, HRQoL functional outcomes were good, with mean scores fluctuating around 90 points.
Markets fluctuate, they point out, and by the time the tank would be built, in two years, New England could again be seeking imports.
As a measurement error of 12%% was seen in previous studies for the BT score (overall agreement 88%%)[ 20, 21], scores from the children classified with GJH were allowed to fluctuate one point in the BT score (from 4 in 2012 to 5 in 2013 and vice versa).
They use biomorphic elements up to a point – fluctuating edges, irregular but rounded, going in and out, curvaceous contours – but use them as material for new biological fictions.
Actually, Schmelcher and Diakonos [22] have proposed an appropriate linear transformation method to modify the Jacobian matrix eigenvalue of dynamic systems and stabilize the fluctuating fixed points of the original system.
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