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neighbor Therefore, the synchronization problem can be easily solved by including the clock information in the Hello message To compensate for clock inaccuracy and clock drift, some small guard time duration (GTD) can be added into each time slot and resynchronization should be performed before the clock drift exceeds the GTD Note that the synchronization clock, slot number, and slot cycle used for one neighbor is independent from those for other neighbors While ROT eliminates all primary collisions, it suffers from secondary collisions This is partially compensated for by the fact that ROT has a smaller time slot cycle (TSC) (equivalently, less serious ET problems and less delay) compared with a more sophisticated TDMA scheme To see this, let us compare ROT with any TDMA scheme that is able to eliminate both primary and secondary collisions.



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= H(w^-r;Gb)+nh= y^+n(h-HGb)

To eliminate both primary and secondary collisions, a node cannot share a time slot with any neighbor that is within two hops away Based on this, we can calculate the time slot reuse distance (RD) (in terms of number of nodes, or equivalently in terms of area) for the network topology given in Fig 151 To reuse a time slot, two nodes must be three hops away There are two types of neighbors that are three hops away One is that the two nodes locate three hops away horizontally or vertically; the other is that the two nodes locate at the two opposite corners of a 1 2 rectangular area The rst case has a time slot RD 9 and the second case has a time slot RD 9/2 = 45.

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Since each node can have the same number of three-hop neighbors for each case, the average RD is (9 + 45)/2 = 675 This means that at least 7 time slots are needed This value is larger than the total number of time slots needed in ROT, which is 4 (see Fig 151) When traf c is not heavy, ROT can be combined with some existing medium access schemes such as carrier sense multiple-access with collision avoidance (CSMA-CA) For example, CSMA-CA is used for the rst transmission of a packet and ROT is used for retransmissions only In this way, CSMA-CA helps to reduce the rst transmission delay that is otherwise incurred by ROT And ROT helps to ef ciently resolve collisions..

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invariant under monotonic transformations, so that transforming away from normality does not change their values Thus, ordinal methods are applicable to a wider class of distributions than are parametric methods Parametric methods are vulnerable to extreme changes in single scores A single extreme score can drastically affect the value of a parametric method due to the large distance that is introduced in the computation (see the comments regarding Pearson s r later in this chapter) Ordinal methods are much more resistant to extreme values because distances are not considered in computation (only order) A very large outlier, for example, is simply treated as the largest rank value, and its distance to the next-to-lowest score is irrelevant It does not matter if the largest value is close to the next-to-smallest value or very far above it.

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