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At start, it shows lower channel efficiency because contention window is still too big for given number of nodes.
Of course, when the reset occurs the state machine will stop for given number of clock cycles and go to idle state.
The first problem is to determine the so called termination time, T α, for given number of tags N, frame size L, and confidence level α.
For given number of microphones, increasing dispersion about array centroid tends to result in higher sidelobe levels while sharpening the mainlobe.
As shown in Figure 3, the value of throughput firstly increases and then decreases for given number of nodes as the value of CW increases from 1 to 1000.
However, for given number of nodes, after certain length of contention window, the access delay time does not jitter and it is almost constant for rest of the contention window size.
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The reason for that is that for a given number with decreasing number, the number of subcarrier blocks increases.
Similar shapes for a given number indicate similar perceived emotion for both input gesture and output voice.
Sufficient conditions for minimum and maximum aperiodic ACF sidelobe energy for a given number of pilot tones are presented.
An algorithm is given to design optimum hybrid nodes for different grooming policies to provide the desired blocking probability for a given number of dynamic connection requests.
frames – Unrolls a sequential circuit for the given number of time-frames.
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