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Re: absence of proof -Reply



At 01:47 PM 4/19/99 -0500, Mike McNaughton wrote:

>Caution: the radium-dial painter data are consistent with the linear model.
>The data look inconsistent because they are drawn on a logarithmic graph.
>On a this graph, the linear model transforms to an exponential ,and
>it is possible to draw a reasonable "exponential" fit through these data.
>

April 21, 1999
Davis, CA

Actually, in the November 1974 issue of the Health Physics Journal Robley
Evans showed definitively that NO linear model of radiation-induced bone
cancer is consistent with the U.S. data on radium in people (Robley D.
Evans, "Radium in Man", HEALTH PHYSICS 27:497-510, 1974). He used linear
(not logarithmic) plots and rigorous mathematical tests of several
hypothetical linear models (Figures 4 and 5 in his paper). His analysis
demonstrated that it is highly unlikely that these data can be explained by
any linear dose-response model and that all of the linear dose-response
models were "strongly rejected by the chi-square test for goodness of fit." 

By grouping the Evans data into six non-uniform dose groups selected so
that only one dose group included no bone cancer cases (one with average
skeletal alpha doses from zero to about 500 rad or 10,000 rem)and so that
the next highest dose group included a few cases of bone cancer (cases were
only observed for average skeletal alpha radiation doses that exceeded
1,000 rad or 20,000 rem), Chuck Mays and Ray Lloyd created the appealing,
but misleading, linear plot shown on page 198 of BEIR IV. In their plot the
"threshold" region, which is below 1,000 rad, is obscured near the origin
since the abscissa is extended to 16,000 rad and only one dose group was
assigned to this region. Their plot proves nothing about linearity. Evans's
analysis shows that no linear model fits these data.

Otto


		*****************************************************
		Prof. Otto G. Raabe, Ph.D., CHP
              Institute of Toxicology & Environmental Health (ITEH)
		   (Street address: Building 3792, Old Davis Road)
		University of California, Davis, CA 95616
		Phone: 530-752-7754  FAX: 530-758-6140
		E-mail ograabe@ucdavis.edu
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