We consider the problem of updating nominal carrier assignments in cellular
networks, which dymamically operate with channel borrowing and reassignmen
ts, to match the time-varying offered traffic demands encountered on these
systems. Assuming an existing assignment of nominal carriers and the new re
quirements in each cell, we formulate the problem of obtaining a new assign
ment such that the number of carriers required to meet the total traffic de
mand as well as the number of different assignments between the old and the
new allocation are minimized. We introduce two approaches to obtain this n
ew assignment. One approach treats the two objectives independently and is
applicable to problems with cochannel interference constraints only. This a
pproach produces a new assignment optimized with respect to the first goal,
and then rearranges the frequencies of this new allocation so that the num
ber of different assignments with respect to the previous allocation is min
imum. A second approach aims at satisfying both goals at the same time and
is applicable to problems with any type of interference constraints. The ma
in advantage of this approach is the introduction of a single window parame
ter which can control the assignments produced, by favoring one goal at the
expense of the other. We study several transition scenarios in macrocellul
ar and microcellular environments, and show that in the majority of cases t
hese objectives are conflicting, and that reconfiguration strongly depends
on the amount of change of the traffic requirements.