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A node S, applying the ProjProgress, will forward a message to the neighbor node A, minimizing the expression u(s)=(SD SA), where SD SA denotes the dot product of vectors SD and SA (cf difference between MFR and GREEDY) The IProjProgress method is very similar to IPowerProgress, but differs in the rst iteration step, which selects the best node by applying the ProjProgress method instead Singh et al [31] have observed that minimizing hop count, delay, or the power consumption of the paths produced by routing algorithms may be misguided in the long term A longer path passing through nodes that have plenty of energy may be a better solution in terms of total network lifetime In order to avoid energy-critical nodes and to maximize the number of successful routing tasks, a cost metric f (A) expressing a node s reluctance to forward a packet is de ned in ref [31].

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It is an expression proportional to the inverse of the node s remaining battery power, thus, a node s reluctance increases signi cantly when its battery power approaches 0 Stojmenovic and Lin [28] proposed a localized algorithm, COST, which is based on that cost metric The cost to route a packet addressed to D via a neighboring node A is the sum of the cost f (A) and the estimated cost produced to send along the remaining distance between node A and nal destination D The cost of the remaining path is assumed to be proportional to the number of hops between A and D, which in turn can be estimated as td=R, with d being the distance between A and D, R expressing a node s sending radius, and time t set to an appropriate value (empirical results showed t f (A) to be a good performing de nition).

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A node holding a packet addressed to D will select a next-hop node A closer to the destination, which minimizes the expression c(A) f (A) td=R (with d jADj) In their recent paper, Kuruvila et al [30] also investigated the principle of proportional progress in combination with the cost metric de ned in ref [31] and de ned the CostProgress routing scheme, which selects the forwarding neighbor closer to the destination, which minimizes f (A)=(d x) An iterative improvement like IPowerProgress cannot be de ned for CostProgress, since the overall cost increases by adding intermediate nodes on a path Stojmenovic and Lin [28] also investigated combinations of power and cost metrics in one expression in order to achieve both objectives, reducing energy dissipation of the current message forwarding and increasing total network lifetime for many routing tasks.

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Electronic key production has enhanced key control. Each guest receives an electronic key that has a unique electronic code, because the PMS changes the key con guration or combination for each new guest room. Blank key cards plastic or metal) can be coded at the front desk for each new guest. Continual monitoring is a feature of the security module of the PMS. Fire-alarm systems in guest rooms, public areas, and operational areas are kept under constant surveillance via a re-safety display terminal, a device that ensures a constant surveillance of sprinkler systems and smoke detectors. An alarm system or a voice telephone monitoring system will alert guests to a re anywhere on the property. Elevators return automatically to the main lobby area or other designated oor. Burglar alarms are also monitored through this module. The security feature of a PMS monitors the use of security codes in other modules as well (Figure 4-20).

A multiplicative expression termed power/cost metric can be de ned as powercost(S, A) f (A)u(r) (with r jASj and u(r) r a c) Based.

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