A mathematical model, based on the local interaction simulation approach, i
s developed in order to allow simulations of the spatiotemporal evolution o
f neoplasies. The model consists of a set of rules, which govern the intera
ction of cancerous cells among themselves and in competition with other cel
l populations for the acquisition of essential nutrients. As a result of sm
all variations in the basic parameters, it leads to four different outcomes
: indefinite growth, metastasis, latency, and complete regression. In the p
resent contribution a detailed analysis of the dormant phase is carried on
and the critical parameters for the transition to other phases are computed
. Interesting chaotic behaviors can also be observed, with different attrac
tors in the parameters space. Interest in the latency phase has been arouse
d by therapeutical strategies aiming to reduce a growing tumor to dormancy.
The effect of such strategies may be simulated with our approach.