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The new configuration of the protocol is shown in Table 4. Table 4 OLSR values used for the mobility scenarios.
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A likely configuration of the overall protocol is outlined in [16] (see paragraph before section 4 in [16]).
Through numerical comparisons, we examined the effectiveness of the asymptotic formulas (11) and (13) in the optimal configuration of the FSA protocol.
In this section, we formalize two problems related to the optimal configuration of the FSA protocol for passive RFID tag identification.
In this section, we discuss some representative past studies on the optimal configuration of the FSA protocol and explain some problems associated with these studies.
In this paper, we discussed several problems regarding the optimal configuration of the FSA protocol for passive RFID tag identification; the performance requirement is to minimize the identification delay while meeting a preassigned confidence level.
However, in this work, we assume that the frame size is fixed throughout the identification process in order to facilitate our discussion, because our interest is focused primarily on the optimal parameter configuration of the FSA protocol for a given N, i.e., we consider the situation after N or (widetilde N) is determined.
Therefore, we aim in this paper to estimate how energy efficiency of the optical transport network depends on the configuration of the management protocols and mechanisms deployed into the GMPLS and OBS technologies.
A typical GCP exchanges control messages to provide message delivery guarantees, and a key point in the configuration of such a protocol is to establish the right trade-off between message overhead and delivery latency.
This connection meta data is used for the configuration of Hiker routing protocol and it is discussed in Section 3.5.
The analytical equations are then used to evaluate the performance of the protocol under different network configurations.
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