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, 484, 514, 517, 607 Calhoun, J W, 313 Callaghan, J, 568 Callahan, A E, 394 Callister, R, 608, 612 Callow, N, 296 Calmels, C, 289, 296 Calsyn, R J, 791 Calvo-Merino, B, 166 Camacho, T C, 478, 498 Cameron, N, 514 Campagna, P D, 601, 612 Campbell, A, 584, 585 Campbell, D T, 470, 788 Campbell, E, 847, 848, 849 Campbell, F, 588 Campbell, J D, 500 Campbell, J L, 7, 8, 9, 695 Campbell, K L, 590, 591 Camp-Sorrell, D, 580 Canaklisova, S, 500 Ca al-Bruland, R, 206 Candau, R, 299 Cannon-Bowers, J A, 271, 274, 275, 276 Cantrell, P, 146, 147, 150 Cantu, T, 484 Capaldi, D, 496 Capito, L, 586 Capstick, V, 590, 591 Carbon, R J.

2.4 COMMON ASSUMPTIONS FOR PERFORMANCE EVALUATION 2.4.1 Network Topology The network topology can be either one-dimensional or two-dimensional. As demonstrated in Figure 2.2, in one-dimensional topology, each cell has two neighboring cells if they exist [17]. Some researchers use a ring topology in which the first and the last cells are considered as neighboring cells [11]. The one-dimensional topology is used to model the service area in which the mobility of mobile stations is restricted to either forward or backward direction. Examples include highways and railroads. The two-dimensional network topology is used to model a more general service area in which mobile stations can move in any direction. There are two possible cell configurations to cover the service area hexagonal configuration and mesh configuration. The hexagonal cell configuration is shown in Figure 2.1, where each cell has six neighboring cells. Figure 2.3 illustrates a mesh cell configuration. Although eight neighbors can be assumed for each cell in the mesh configuration, most researchers assume four neighbors (horizontal and vertical ones only) [2, 3, 5, 22]. Although the mesh configuration has been assumed for simplicity, it is not known whether the mesh configuration, especially the one with four neighbors, is a practical model. 2.4.2 Call Arrival Probability The call arrival probability plays a very important role when evaluating the performance of a location management scheme. If the call arrival time is known to the called mobile station in advance, the mobile station can update its location just before the call arrival time. In this way, costs of both locate update and paging are kept to the minimum. However, the reality is not like this. Many researchers assume that the incoming call arrivals to a mobile station follow a Poisson process. Therefore, the interarrival times have indepen-

tual elements of a purchase agreement, thus containing all the information the buyer needs to open an LC or obtain an import license.

For the IEEE 802.15.1 control entity and in response to the received TX Request signal, the control entity immediately generates a TX Con rm signal containing a status value that is either allowed or denied. Figure 6.8 shows how the status value is determined [1]. The decision-making algorithm that accepts or rejects a received packet transmission request uses a priority comparison between the state of the requested packet transmission and the known state of the other protocol stack. Basically there are two different priority comparison schemes: xed and randomized. In a xed priority assignment, an IEEE 802.15.1 SCO packet

, 416 Cardinal, B J, 523, 526 Cardinal, G, 70 Carello, C, 171, 231 Carels, R A, 601 Carey, D P, 253 Carey, K B, 865 Carlin, J B, 354 Carlson, J, 582, 871 Carlson, L E, 581 Carlson, R C, 188, 191, 192, 194, 196 Carmack, C, 137, 521 Carmack, M A, 498, 499, 609 Carney, C, 521, 548 Carney, S K, 831 Carpendale, J, 666 Carpenter, P J, 570, 607, 633 Carr, C, 726 Carr, D, 476 Carr, T H, 166, 169, 170, 251, 252, 426, 427, 430, 431, 432, 433, 434, 436, 437, 438, 439, 440, 441, 836 Carrel, S E, 267 Carrier, D R, 172 Carrington, S, 429 Carroll, D, 409, 410, 412, 415, 416, 417, 600, 609 Carroll, K M.

Now we can assemble all of the parts into a complete plugin, as shown in Listing 11-1.