Letters

Managing measles

BMJ 1997; 314 doi: https://doi.org/10.1136/bmj.314.7095.1692 (Published 07 June 1997) Cite this as: BMJ 1997;314:1692

Size of infecting dose may be important

  1. D C Morley, Emeritus professor of tropical child healtha,
  2. P Aaby, Professorb
  1. a Institute of Child Health, London WC1N 1EH
  2. b Danish Epidemiology Science Centre, Statens Seruminstitut, 2300 Copenhagen S, Copenhagen, Denmark
  3. c 5 Pinwood Lane, Exeter EX4 8NQ
  4. d Randwick, Stroud GL6 6JL
  5. e Department of Paediatrics and Child Health, University of Cape Town, Cape Town, South Africa

    Editor—In describing severe measles one of us (DCM) made the error of linking the severity directly with the state of nutrition of the child when he or she contracted measles.1 Several studies have since convincingly shown that the state of nutrition is unimportant, although vitamin A deficiency may play some part. The severity of measles was related to the degree of exposure, which was presumably related to the size of the infecting dose.2 Analysis of patients' records from a severe outbreak of measles in Copenhagen in the past showed a similar finding.3 Perhaps the size of dose may vary with the nutritional state of the child passing on the infection.

    In his editorial Greg Hussey did not mention these findings.4 If the case fatality rate and the severity vary by more than 100-fold between west Africa and Europe this should be worthy of further research to identify whether the degree of exposure and the size of the infecting dose are important in other infections. Perhaps people working in veterinary medicine may be able to help.

    Should health workers in developing countries advise mothers to keep other, particularly small children, in separate beds (and where possible in separate rooms) from children who may be incubating or in the early stages of measles and possibly other infections? In Guinea-Bissau it was found that the number of people in the bed was a risk factor for childhood mortality (mortality ratio 1.37 (95% confidence interval 1.04 to 1.81)) when …

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