| FLUORIDE 30 (2) 1997, p. 131 |
International Society for FluorideResearch | Table of Contents |
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DISCUSSION SECTION - Letters to Editor, News 131
PARADOXICAL EFFECTS: CRITIQUE OF A STUDY
(Cot death/fluoridation study by Mitchell, Thompson and Borman)
The authors of Our Stolen Future,1 and Richard Foulkes (in Fluoride 29 (4) November 1996)2 drew attention to the importance of the "paradoxical dose response curve" when examining effects of toxic substances. In 1964, in the first review of paradoxical effects,3 we pointed out: "Since numerous chemical and physical agents cause paradoxical effects by different mechanisms in many biological systems, these reactions will no doubt become increasingly important in pharmacology, toxicology, chemotherapy drug idiosyncrasies, air pollution, chemical carcinogenesis, fluoridation, fallout, radiation effects, nutrition, bio-geochemistry, the weathering of rocks and minerals, soil formation and soil fertility, and many other areas." Unfortunately, health agencies and professionals have failed to pay attention to this important fact about very low doses which often produce effects greater than or opposite to much larger doses. The following critique examines an example of such failure.
The report by Mitchell et al., "No association between fluoridation of water supplies and sudden infant death syndrome"4 purported to exonerate fluoride as a possible contributor to sudden infant death syndrome (SIDS). The authors stated: "Analysis was carried out to find the correlation between variables and then simple linear regression was used." The arbitrary selection of linear regression provided a straight line which is very different from the curve of a paradoxical effect, and led to the erroneous conclusion which their title reflects.
The typical paradoxical effect curve that I have inserted in their figure, reproduced below, shows the increase in deaths when fluoride concentration is in the very low range. Professor A W Burgstahler, of the University of Kansas Department of Chemistry, kindly provided the paradoxical effect curve. This was derived by a computer generated least squares best line fit
With paradoxical effects, there can be a critical dose below which one observes an increased adverse effect. The Mitchell et al data suggest such a situation. Within a low concentration range, there are more infant deaths at the low doses than at the higher doses - an inverse relationship. At concentrations above the low concentration range, dose-responses show the direct, linear relationship with which we are familiar: increasing doses are increasingly toxic until a particular dose kills most or all of the test subjects. So there are two different dose-responses to fluoride - a paradoxical effect at very low levels and a linear relationship at higher levels. These two dose-responses are not mutually exclusive; one does not preclude the other.
Most research which
purports to demonstrate the safety of fluoridation has not been
concerned with very low concentrations of fluoride, at which
paradoxical effects occur, for three reasons.
1) individuals vary significantly in fluoride uptake;
2) there is considerable individual variation;
3) it has been unjustifiably assumed that
there is a threshold level, namely, the sacrosanct one part per
million in drinking water, below which fluoridation is claimed to
be safe. The occurrence of paradoxical effects at very low levels
of fluoride means that there is no threshold level below which
low-level fluoridation is safe.
It is paradoxical that statistics, employed to assure the validity of conclusions drawn from data, can be responsible for concealing paradoxical effects. The fact that statistical analysis of experimental data does not reveal paradoxical effects does not mean that such phenomena do not exist. On the contrary, statistical methods of analysis can effectively prevent recognition of paradoxical effects if the methods do not consider these phenomena. With scattered points, statistical methods are too frequently used to determine where a straight line should be drawn. Too often, the statistical approach assumes that straight lines are the correct lines. Deviations or irregularities caused by paradoxical effects have too often been attributed to experimental variation or errors.
There are additional reasons why the conclusions of Mitchell et al are questionable. The variables they considered were SIDS, mean daily temperature and median fluoridation. They did not consider other important variables, especially the significant intake of fluoride from sources other than fluoridated water, and from baby formulas prepared with fluoridated water. In an earlier study,5 Mitchell and others found a significant correlation between SIDS and non-breast feeding. In this later study,4 a correlation between mean daily temperature and SIDS was reported. People generally drink more liquids in warmer weather. In neither study did they estimate each infants total daily fluoride intake.
Another variable they overlooked is general nutrition, especially calcium intake. The consumption of milk, which is the major source of calcium for infants, is especially important. Our research on fluoridation in Chile (like many other studies) showed that malnourished infants comprise the human population that is most susceptible to fluoride toxicity. It is also well known that calcium protects against fluoride. When Salvador Allende MD became president of Chile in 1970, he initiated a government program under which free milk was delivered daily to pregnant mothers, nursing mothers and every child under the age of 15. At that time, half the children in Chile under 15 years were undernourished, and 600,000 were mentally retarded thorough lack of protein, especially during the first months of life. That was the health status of half the children who were being fluoridated in Chile. I am not implying that malnutrition and/or calcium deficiency were significant factors in SIDS researched by Mitchell et al. No one knows because Mitchell et al did not provide that and other information. To properly evaluate the role of fluoride in SIDS, it is necessary to consider nutrition, especially calcium intake, and total fluoride intake.
Albert
Schatz
Professor Emeritus
6907 Sherman Street
Philadelphia
Pennsylvania 19119
USA
REFERENCES
[Figure not shown here. Please see membership page for details on how to subscribe to Fluoride]
Figure. Mean SIDS mortality rates (1980-1984) and median fluoridation
in reticulated water supplies for New Zealand health districts.
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FLUORIDE 30 (2) 1997, p. 131 |
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