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an increased number of Monte-Carlo snapshots in static simulations is considered. However, this significantly increases the amount of computations. Optimisation algorithms could benefit from this fact offering faster convergence. Figure 14.7 presents a histogram of all local minima values. There is a large amount of sub-optimum solutions which are not much bigger than the global optimum (please, also refer to Table 14.2). In particular, a large percentage of local minima values is close to the global optimum for antenna azimuth optimisation (Scenario 3). This can be indirectly interpreted as modest sensitivity of network performance on antenna azimuth changes (in the sense of power-based cost function). Distance between global and local minima. Detailed information about the three best local minima for Scenarios 1 and 2 is presented in Table 14.3. The data in the table include minima values, distance to the global minimum and size of the minimum attraction region. rdlc ean 13 EAN - 13 Client Report RDLC Generator | Using free sample for EAN ...
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