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1 OneHopNeighborhood Set of TRXs belonging to the rst-order neighbors of a given transceiver 2 TwoHopNeighborhood The same, but using not only the rst-order neighbors, but also the second-order ones That is, a larger number of TRXs are reassigned We now need to specify the TRX from which the corresponding neighborhood is generated In the experiments, the following selection schemes have been used: 1 Random The TRX is randomly chosen from the set of all transceiver of the given problem instance 2 Interference-based This selection scheme uses a binary tournament This method randomly chooses two TRXs of the network and returns the one with the higher interfering cost value This cost value is based on counting the number of cochannel and adj-channel constraint violations provoked by these two TRXs in the current frequency planning.

Application-dependent characteristics and requirements Degree of automation Heterogenity Mobility Real-time Security Time synchronization

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r the psychosomatic comfort hypothesis which suggests that eating makes people feel r the learned helplessness hypothesis in which the experience of stress/distress generalises r the distraction hypothesis in which restrained eaters over-eat in order to distract themr the masking hypothesis in which the dieter, by over-eating, misattributes her distress to

Since the closer the TRXs the stronger the interference, we further distinguish between co-channel and adj-channel within the same sector or within a rst-order neighboring sector Consequently, the cost value is computed as a weighted sum with four addends The weights used are included in Table 91 Since we are looking for frequency plans with minimal interference, we have used this information for perturbing those TRXs with high values of this measurement in order to hopefully reach better assignments Note that this interference-based value is only computed for two TRXs each time the perturbation method is invoked Let us illustrate this with an example Consider the GSM network shown in Figure 95, where the traf c demand is met with one single TRX per cell This way, the number next to the name of each sector is the current channel allocated to the TRX.

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No intrasector interference can therefore occur Let us now suppose that the two TRXs selected by the binary tournament are B1 and D2 Their corresponding rst-order neighbors are the sets {B2, B3, E1, E3} and {D1, D3, F 3}, respectively (see the gray-colored sectors in Fig 95) With the current assignment, the interference-based value of B1 is 8 1 + 1 1 = 9, that is, a co-channel with E1 plus an adj-channel with B2 Concerning D2, this value is 8 2 + 1 1 = 17, which corresponds to two co-channels with D1 and F 3 plus an adj-channel with D3 So D2 would be the chosen sector to be perturbed in this case..

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