This paper investigates the modeling and analysis of physiological data rec
orded from a 49-year-old male and are composed of three time series: blood
oxygen saturation, heart rate and respiration. In particular, it is desired
to verify if the models estimated from data can distinguish between the dy
namics underlying two different breathing patterns (normal breathing and ap
nea). The estimated models are nonlinear autoregressive, moving average wit
h exogenous inputs (NARMAX) and the regressors used to compose such models
are carefully chosen, among hundreds of candidates, by an automatic procedu
re. The results discussed in this paper suggest that the dynamics underlyin
g the data are nonlinear and basically deterministic. Using estimated model
s it seems to be possible to quantify the stability of the fixed point in p
hase space reconstructed using the blood oxygen time series. This, as discu
ssed, could be the basis of an algorithmic monitoring system. (C) 1999 Else
vier Science Ltd. All rights reserved.