A relatively detailed model of experimentally described macrophage
T-lymphocyte interactions has been developed. In this model we
investigate the immune response to tumors that differ in antigenicity
and/or in initial slee. Having deliberately omitted from the model
tumor escape mechanisms (e.g. suppression, antigenic modulation or
heterogeneity), we study the circumstances that nevertheless lead to
progressive tumor growth.
The model behavior shows that: (1) tumor antigenicity can best be
defined in terms of helper T cell reactivity; (2) small differences in
the availability of HTL (*) markedly influence tumor rejectability; (3)
compared with the impact of macrophages, the impact of CTL increases
more with increasing tumor antigenicity; and (4) sneaking through and
tolerance are intrinsic to this model.
HTL have a large impact on the model behavior ( i.e. the immune
response) because there are self-reinforcements in the HTL activation
and proliferation process. Interestingly, unresponsiveness (tolerance)
evolves in this model, despite the precense of these
self-reinforcements end the absence of negative interactions (e.g.
suppression). Tolerance ie caused by a proliferation threshold that
comes into existence when T-lymphocyte effectors are made short-lived.
We discuss the advancages of using numerical integration combined with
numerical phase state analysis. Stable steady states in this model do
exist but are of minor importance
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