GLOSSARY OF COMMON TERMS IN EPIDEMIOLOGY
Design Bias: The difference between a true value and that actually obtained, occurring as result of faulty design of a study.
Detection Bias: Due to systematic errors in methods of ascertainment, diagnosis, or verification of cases in am epidemiologic survey, study, or investigation.
Information Bias: A flaw in measuring outcome or exposure that results in differential quality (accuracy) of information between compared groups.
Measurement Bias: Systematic error arising from inaccurate measurement (or classification) of subjects on the study variables.
Recall Bias: Systematic error due to differences in accuracy or completeness of recall to memory of prior events or experiences.
Reporting Bias: Selective suppression or revealing of information such as past history of sexually transmitted disease.
Response Bias: Systematic error due to difference in characteristics between those who choose or volunteer to participate in a study and those who do not.
Sampling Bias: Unless the sampling method ensures that all members of the "universe" or reference population have a known chance of inclusion in the sample, bias is possible.
Selection Bias: Error due to systematic differences in characteristics between those who are selected for study and those who are not. Selection bias also invalidates generalizable conclusions from surveys that would include only volunteers from a healthy population.
Berkson's Bias: (A special example of selection bias) The set of selective factors that lead hospital cases and controls in a case-control study to be systematically different from one another. This occurs when the combination of exposure and disease under study increases the risk of hospital admission, thus leading to a higher exposure rate among the hospital cases than the hospital controls.
where e is the (natural) exponential function. This model has a desirable range, 0 to 1, and other attractive statistical features. In the multiple logistic model, the term bx is replaced by a linear term involving several factors, e.g. b1x1 + b2x2 if there are two factors x1 and x2.
This model is mathematically equivalent to the logistic model.