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. Author manuscript; available in PMC: 2010 Oct 18.
Published in final edited form as: Ann Intern Med. 2008 Dec 16;149(12):889–897. doi: 10.7326/0003-4819-149-12-200812160-00008

Table 1.

Bias in diagnostic test accuracy studies

Element Type of Bias When does it occur? Under- or overestimation of diagnostic accuracy?
Patients Spectrum bias When patient inclusion does not represent the intended
segment of target condition severity spectrum.
Depends on difference between targeted and included
part of spectrum.
Selection bias When eligible patients are not enrolled consecutively or
randomly.
Usually leads to overestimation
Index test Information bias When the index test results are interpreted with
knowledge of the results of the reference standard, or
with more (or less) information than in practice.
Usually leads to overestimation, unless less clinical
information is provided than in practice, which may
result in underestimation.
Reference standard Verification bias When the reference standard does not correctly classify
patients with the target condition.
Depends on whether both tests make the same
mistakes.
Partial verification bias When a nonrandom set of patients does not undergo
the reference standard.
Usually leads to overestimation of sensitivity, effect on
specificity varies.
Differential verification
bias
When a set of patients is verified with a second or third
reference standard; especially when this selection
depends on the index test result.
Variable.
Incorporation bias When the index test is incorporated in a (composite)
reference standard.
Usually leads to overestimation.
Time lag bias When the target condition changes between
administering the index test and the reference
standard.
Under- or overestimation, depending on change in
patients’ condition.
Information bias When the reference standard is interpreted knowing the
index test results.
Usually leads to overestimation.
Data analysis Result elimination bias When uninterpretable or intermediate test results and
withdrawals are not included in the analysis.
Usually leads to overestimation.