maggiec:
I’d say the most damning statistic in that article is the following:
**Incest in Homosexual Parent Families. A study in Adolescence found:
A disproportionate percentage–29 percent–of the adult children of homosexual parents had been specifically subjected to sexual molestation by that homosexual parent, compared to only 0.6 percent of adult children of heterosexual parents having reported sexual relations with their parent. . . . Having a homosexual parent(s) appears to increase the risk of incest with a parent by a factor of about 50.[60]**
The footnote in the article attributes this to Paul Cameron. The study is nonsense. The following deals with the fatal flaws of the study:
**For example, in one of their 1996 papers, Cameron and Cameron identified 17 respondents from the combined 1983-84 samples who claimed to have a homosexual parent. The questionnaire responses of these 17 people were scrutinized for various negative experiences, such as reporting incestuous relations with a parent (5 reported such incest). From these data, Cameron and Cameron concluded that 29% (5/17) of children with a homosexual parent have incestuous relations with a parent, compared to 0.6% of the children of heterosexuals, and that “having a homosexual parent(s) appears to increase the risk of incest with a parent by a factor of about 50.”
Even if findings from their sample could be generalized (which, as shown above, is not the case) and if all of their respondents gave truthful and accurate answers (an assumption that is questioned below), drawing such conclusions from a subsample of 17 people is invalid. This is because data from such a tiny sample have an unacceptably large margin of sampling error.
In a simple random sample of 17, the margin of error due to sampling (with a confidence level of 99%) would be plus-or-minus 33 percentage points. (Because the Cameron group used a cluster sample, rather than a simple random sample, the margin of error probably would have been even higher.)
Thus, even if the numbers had come from a representative sample, the only valid conclusion that the Cameron group could have drawn is that the true proportion of adults who report having a homosexual parent and being an incest victim is somewhere between -4% (effectively, zero) and +62%. This is such a wide margin of error as to be meaningless. Moreover, because this confidence interval includes zero, the Cameron group cannot legitimately conclude that the true number of children of homosexual parents (in the 8 municipalities sampled) who were victims of parental incest was actually different from zero.
Again, the Cameron group’s numbers are meaningless because the sample could not be considered representative of any larger group. But even if it had been representative, their conclusions from extremely small subgroups of their sample would not be valid. **
psychology.ucdavis.edu/rainbow/html/facts_cameron_survey.html
I can understand how people can be fooled by statistics that support their position. but when they learn of the flaws in a study or statistic, what does the Christian do? Keep repeating it?