Creutzfeldt-Jakob disease is a rare, neurological, dementing disorder
characterised by periodic sharp waves in the electroencephalogram (EEG
). Non-linear analysis of these EEG changes may provide insight into t
he abnormal dynamics of cortical neural networks in this disorder. Bab
loyantz et al. have suggested that the periodic sharp waves reflect lo
w-dimensional chaotic dynamics in the brain. In the present study this
hypothesis was re-examined using newly developed techniques for non-l
inear time series analysis. We analysed the EEG of a patient with auto
psy-proven Creutzfeldt-Jakob disease using the method of nonlinear for
ecasting as introduced by Sugihara and May, and we tested for non-line
arity with amplitude-adjusted, phase-randomised surrogate data. Two ep
ochs with generalised periodic sharp waves showed clear evidence for n
on-linearity. These epochs could be predicted better and further ahead
in time than most of the irregular background activity. Testing again
st cycle-randomised surrogate data and close inspection of the periodo
grams showed that the non-linearity of the periodic sharp waves may be
better explained by quasiperiodicity than by low-dimensional chaos. T
he EEG further displayed at least one example of a sudden, large quali
tative change in the dynamics, highly suggestive of a bifurcation. The
presence of quasi-periodicity and bifurcations strongly argues for th
e use of a non-linear model to describe the EEG in Creutzfeldt-Jakob d
isease.