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of the target variable income is shown in Figure 4.4. The darker bands indicate the proportion of high incomes. Clearly, this proportion increases until about age 52, after which it begins to drop again. This behavior is nonlinear and should not be naively modeled as linear in the logistic regression. Suppose, for example, that we went ahead and performed a logistic regression of income on the singleton predictor age. The results are shown in Table 4.19. Table 4.19 shows that the predictor age is signi cant, with an estimated odds ratio of 1.04. Recall that the interpretation of this odds ratio is as follows: that the odds of having high income for someone of age x + 1 is 1.04 times higher than for someone of age x. Now consider this interpretation in light of Figure 4.4. The odds ratio of 1.04 is clearly inappropriate for the subset of subjects older than 50 or so. This is because the logistic regression assumes linearity, whereas the actual relationship is quadratic (nonlinear.) There are a couple of approaches we could take to alleviate this problem. First, we could use indicator variables as we did earlier. Here, we use an indicator variable age 33 65, where all records falling in this range are coded as 1 and all other records are coded as 0. This coding was used because the higher incomes were found to fall within this range in the histogram. The resulting logistic regression is shown in Table 4.20. The odds ratio is 5.01, indicating that persons between 33 and

access, it is important to remember that this is an optional period that is used for command and nonstream data Any transmissions during this period are regulated by the PNC The PNC controls the data type that can be sent as well as the commands that are transmitted in the CAP The PNC does this by modifying the CAP control bits in the piconet mode eld of the synchronization parameters eld in the beacon frame of the superframe The frames that are sent can only be of the type speci ed by the beacon for the current superframe With the permission of the PNC, it is possible to change these bits from superframe to superframe However, such changes are not permitted from frame to frame A CAP transmission cannot be extended from the CAP into the CTAP.

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Handbook of Sensor Networks: Algorithms and Architectures, Edited by Ivan Stojmenovic Copyright # 2005 John Wiley & Sons, Inc.

7.3.2.2.1 Multifrequency Signaling. Multifrequency (MF) signaling has been in wide use around the world for interregister signaling. It is an in-band method using ve or six tone frequencies, two tones at a time. It works well over metallic pair, FDM, and TDM systems. MF systems are robust and dif cult to cheat. Three typical MF systems are reviewed in the following:

If there is a policy of Imm-ACK in effect, there needs to be enough time to have the current frames, two SIFS times, and the Imm-ACK before the transmission time ceases If there is not enough time, the transmission will never begin During the CAP, it is important to remember that the DEVs are all competing for channel access As mentioned earlier, there are collision minimization techniques used in order to optimize channel access One of these techniques requires a DEV that wants to transmit to wait an idle period of time before transmitting The length of this time is dependent on the capabilities of the DEV PHY attributes The PHY of each DEV also allows it to check to see if a channel is idle or not Clear-channel assessment (CCA) is the part of the PHY that checks for this.

potential at the positive terminal of the battery is higher than that of its negative terminal. The difference is the electromotive force of the battery or other source. The potential at point y will be lower than the potential at point x. Thus we say that there is a potential between x and y. The potential drop is measured in volts and the magnitude of the drop depends on the resistance of the conductors and the resistor.

After CCA checks the channel and nds it to be idle, the transmission may commence This process of waiting for idle time is referred to as a backoff Backoff is not applied to the beacon frame at the beginning of each superframe but can be applied to every frame in between It is important to note that the backoff procedure does not apply to the Imm-ACK frame that is sent in accordance with an Imm-ACK policy set in the superframe At this point there are several things the PNC can do It can send an SIFS after the Imm-ACK of a frame or it can send an SIFS to a command following a frame that does not have an Imm-ACK policy Whenever this happens, the PNC is not required to perform a backoff procedure 8321 Backoff Algorithm.

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Figure 8.5 A feedback loop (in this case, the postulated velocity loop) acts to create change in the input function, to shift it toward the reference value. Sometimes an additional process is in place as well (gray lines), which adjusts the reference value in the direction of the input. This additional process is presumed to be weaker or slower; thus, the reference value is stable relative to the input value. Source: From C. S. Carver and M. F. Scheier, On the Self-Regulation of Behavior, copyright 1998, Cambridge University Press. Reprinted with permission.

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