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In Section 2, the BSF rate of the sensor is described.
The amount of history which is to be stored can be optimized based on the frame rate of the sensor used, i.e., the time required to make the CMKF prediction should not exceed the frame rate of the sensor.
The ( {p}_eleft({x}_t^nright) ) is the data transmission error rate of the sensor transmission node s n.
If the date rate of the sensor devices increases by technological improvements, other formats with higher resolution can be used.
Assuming the transmission channels were ideal, we applied a BSF rate of the sensor into the parallel structure and proposed ELRT in [19].
In [19], we studied the parallel distributed detection applying BSF rate of the sensor over ideal channels and proposed ELRT rule.
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The enhancement of the excitation rate on the sensor surface is achieved through the resonant coupling to BSWs that is associated with strong increase of the field intensity.
We study serial distributed detection and fusion over noisy channels in wireless sensor networks (WSNs) with bathtub-shaped failure (BSF) rate of the sensors in this paper.
In order to keep up with the publishing rate of the sensors (throughput), it is thus important that the SCB can process one event of each sensor in less than a second.
ε and μ are the crashing rates of the sensor nodes due to the attack of worms and the reason other than the attack of worms, respectively.
This ranges depends on (i) the relationship of the variation rates of the sensor at the sink (alpha ^{(R)}_{i}[!n-1]) and at the sensor itself (alpha ^{(M }_{i}[!n-1]); (ii) the distortion bound δ; and (iii) the time interval between the last transmitted sample and the last measured sample, LP i [ n].
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