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The initial coordinates of all neighboring elements' coordinates are then calculated (Line 26) and their distance to the (x in R) element is computed (Line 27).
First, θ is computed (line 12) which reflects the failure detection probability, based on both the probability that a message is received (1−p L ), the message delay variance (V D)), and the required detection time (({T_{D}^{U}})).
Once the distance between each fixation and its closest stimulus has been computed, line 14 averages the values for all fixations and stores this value in, which is the output of the subfunction.
Then, the smallest time increment is selected among those computed (line 4: in a parallel implementation, this must be done after a first synchronization of the computation in all compartments) and shared by all compartments as the global time increment on which to synchronize their evolutions.
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The orbit is decaying along computed lines.
The values of the random variable g (s i [ τ ; l ] ) are then evaluated for all n individuals, and the corresponding margin x τ, l is computed (Lines 7 and 8).
OK, so that should give you overview of various ways to compute line integrals.
The first method that we will see is computing line integrals.
So, let me remind you, yesterday we've defined and started to compute line integrals for work as a vector field along a curve.
This approach of computing line integrity index complements the conventional capacity analysis methods especially in a format that the maintenance department can appreciate for decision making.
Four potential functions Ψx, Ψy, Ψxy, and Ψyx are computed using line-by-line interpolations in the horizontal, vertical, and two diagonal directions.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com