Chaos versus noisy periodicity: alternative hypotheses for childhood epidemics

Article Abstract:

The patterns of occurrence of measles and chickenpox in regions where vaccination is not performed were analyzed to determine whether epidemics of these diseases occur in a periodic or chaotic (disorderly) fashion. Data from eight large North American and European cities and two small islands were evaluated using the methods of spectral analysis. Predictions of a standard epidemiological model that categorizes people according to whether they are susceptible, exposed, infectious, or recovered (the SEIR equations) were compared with the real-world data. The results indicate that epidemics of chickenpox in large populations occur in periodic cycles with a period of one year. Measles epidemics, however, do not show such a pattern. Three hypotheses are considered to explain these fluctuations: that they have a probabilistic origin; that they represent a high-low two-year cycle, with noisy perturbations; and that they are chaotic. The last explanation is considered the most likely, based on real-world data and epidemiological models. Thus measles epidemics probably occur in a chaotic, meaning disorderly and unpredictable, pattern. (Consumer Summary produced by Reliance Medical Information, Inc.)

Author: Olsen, L.F., Schaffer, W.M.
Demographic aspects, Measles, Chickenpox, Communicable diseases in children, Pediatric communicable diseases

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Russian chaos breeds diptheria outbreak

Article Abstract:

A serious epidemic of diptheria has caused more than 80,000 cases in Russia and the other former Soviet Republics. Health officials blame the outbreak on inadequate vaccination against the disease and a poor public health response at the beginning of the epidemic.

Author: Maurice, John
Health aspects, Russia, Public health, Diphtheria

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Estimating chaos in an insect population

Article Abstract:

A study that used estimates from a deterministic skeleton to identify transitions to chaos in flour beetle populations may have ignored the random component in population dynamics. Arguments supporting and opposing this view are presented.

Author: Dennis, Brian, Morse, David, Cushing, J.M., Costantino, R.F., Perry, Joe N., Woiwod, Ian P., Smith, Robert H., Desharnais, R.A.
Research, Chaos theory, Chaotic systems, Insect populations

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