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1
Information bias
• Information bias
– Bias resulting from flawed definition of study
variables or measurement of study variables
– Results in erroneous classification of subjects with
regard to exposure and/or outcome – this is called
misclassification
2
Information bias
• There are two types of misclassification:
– Non-differential misclassification
– Differential misclassification
• Definitions of these terms depend on the
variable being measured (i.e., exposure or
outcome)
Information bias
• Types of misclassification of outcome variables
– Non-differential misclassification of outcome
• The degree of outcome misclassification is not related to
exposure status
– Differential misclassification of outcome
• The degree of outcome misclassification depends on the
exposure status – this is a more serious problem
3
Information bias
• Types of misclassification of exposure
variables
– Non-differential misclassification of exposure
• The degree of exposure misclassification is not related to
outcome status
– Differential misclassification of exposure
• The degree of exposure misclassification varies by
outcome status – this is a more serious problem
4
Information bias
• Some specific exposure related information
biases
– Recall bias: occurs when participants are asked
about past exposure after the outcome in question
has occurred (or not), as often happens in case-
control studies
5
6
Information bias
– The respondents’ memories vary according to
whether or not they experienced the outcome,
especially if the exposure is a commonly known risk
factor for the disease they have experienced
• Those with disease and the exposure more likely to recall
exposure
– Increased sensitivity
• Those with disease and not exposed more likely to report
exposure
– Reduced specificity
• Will explain use of sensitivity and specificity to quantify
information bias shortly
Information bias
• Some specific exposure related
information biases
– Recall bias example:
• Case-control study of gestational pesticide
exposure and offspring developmental delay
50
8
Information bias
– Recall bias example (cont.):
• Mothers with developmentally delayed children
may more comprehensively recall their
exposures during pregnancy or may over-report
them, having spent time thinking about what
might have caused their child’s disability
• Control mothers with typically developing children
have not spent time pondering prenatal
exposures, and thus may be less likely recall
exposure
Information bias
• Some specific exposure related information
biases
– Interviewer bias: occurs when interviewers are not
blinded to participant disease status
9
Information bias
– Interviewer bias:
– Interviewers may question diseased and non-
diseased differently, for example emphasizing some
words or questions, or asking more clarifying
questions of those with disease in an attempt to
elicit information on the exposure
1
0
1
1
Information bias
• Some specific outcome related information
biases
– Observer bias: occurs when observers/raters are
not blinded to exposure status (analogous to
interviewer bias, except affects disease
classification)
– Observers/raters may be more likely to count cases
among participants with high risk/exposure profiles
Information bias
• Some specific outcome related information
biases
– Observer bias example:
• A sample of nephrologists were sent patient case histories
with a simulated race randomly assigned to each case
• When the case history identified the patient as black, the
nephrologists were twice as likely to diagnose the patient
as hypertensive end-stage renal disease, as compared to
patients labeled white
1
2
Information bias
• Some specific outcome related information
biases
– Respondent bias: participants with high
risk/exposure profiles may be more likely to report
the outcome of interest
1
3
1
4
Information bias
• Effects of non-differential versus differential misclassification
– In practice, it is impossible to correctly measure/collect all variable
some misclassification is inevitable
– Thus, it is important to thoroughly evaluate your exposure and
outcome definitions, study protocol, and data collection procedure
to evaluate what likely measurement error exists
– Then, think about the extent and direction of bias
1
5
Information bias
• Non-differential misclassification
– Results in a bias toward the null when the exposure
or disease that is misclassified is binary
– For example, when a binary exposure is measured
with equal amount of error between case and
control groups, it washes out the exposure-outcome
association
– This is a conservative bias, and the investigator at
least knows that she/he is not presenting an
artificially large association
1
6
Information bias
– Non-differential misclassification when there are
more than two categories of the exposure or
disease does not necessarily result in bias towards
the null
– Categorization of a variable that has non-differential
misclassification can generate differential
misclassification
60
Information bias
• Differential misclassification of exposure or disease results in a
bias in an unpredictable direction – it may be toward the null or
away from the null
• It is possible to evaluate the bias on a case-by-case basis and
speculate the direction of the bias, however the possibility of bia
away from the null is problematic
• Generally considered a more serious problem than bias towards
the null because
– (a) the investigator does not know the direction of the bias with certainty, and
– (b) if the bias is away from the null, the investigator risks presenting an
artificially inflated effect estimate vs. an attenuated one
1
8
Information bias
• Misclassification of a confounding variable
– Bias in an unpredictable direction
Information bias
• Numerical example of non-differential
misclassification
1
9
2
0
Information bias
• Measures useful for quantifying information
bias
– Sensitivity
• P(classified positive|true positive)
– Specificity
• P(classified negative|true negative)
Information bias
• Case-control study data – the true distribution
of exposure
• OR=?
2
1
Information bias
2
2
Se:P(class. positive|true positive), Sp: P(class. negative|true negative)
Information bias
2
3
Se:P(class. positive|true positive), Sp: P(class. negative|true negative)
Information bias
• True positive (exposed)
cases = TP
• Classified positive
(exposed)
– = TPx(class pos|TP)
– = 80 x 0.9
• Classified negative
(unexposed)
– = TPx(1-(class pos|TP))
– = TPx(class neg|TP)
– = 80 x 0.1
– Or = TP-class. positive
2
4
Se:P(class. positive|true positive), Sp: P(class. negative|true negative)
Information bias
• True negative (unexposed)
cases = TN
• Classified positive
(exposed)
– = TNx(1-(class neg|TN))
– = TNx(class pos|TN)
– = 20 x 0.2
– Or = TN-class. negative
• Classified negative
(unexposed)
– = TNx(class neg|TN)
– = 20 x 0.8
2
5
Se:P(class. positive|true positive), Sp: P(class. negative|true negative)
Information bias
2
6
Se:P(class. positive|true positive), Sp: P(class. negative|true negative)
Information bias
2
7
Information bias
2
8
Information bias
2
9
3
0
Information bias
• Non-differential because sensitivity and
specificity the same for cases and controls
• Resulted in bias towards the null
– True OR = 4
– Misclassified OR = 2.6
Information bias
• Numerical example of differential
misclassification
3
1
Information bias
• Case-control study data – the true distribution
of exposure
• OR=4
3
2
Information bias
3
3
Se:P(class. positive|true positive), Sp: P(class. negative|true negative)
Information bias
3
4
Se:P(class. positive|true positive), Sp: P(class. negative|true negative)
Information bias
3
5
Se:P(class. positive|true positive), Sp: P(class. negative|true negative)
Information bias
3
6
Se:P(class. positive|true positive), Sp: P(class. negative|true negative)
Information bias
80
Se:P(class. positive|true positive), Sp: P(class. negative|true negative)
3
8
Information bias
• Differential because sensitivity and specificity
NOT the same for cases and controls
• This example resulted in bias away from the
null
– True OR = 4
– Misclassified OR = 5.7
• Can result in bias in either direction
– Exhibit 4-6 in Szklo – differential misclassification
resulting in bias towards the null
3
9
Information bias
• Information biases types summary
– Non-differential misclassification of exposure
• Sensitivity and specificity of exposure
assessment not both 1.0 but the same for
diseased and non-diseased
– Differential misclassification of exposure
• Recall bias
• Interviewer bias
• Sensitivity and/or specificity of exposure
assessment NOT the same for diseased and
non-diseased
4
0
Information bias
• Information biases types summary
– Non-differential misclassification of outcome
• Sensitivity and specificity not both 1.0 but the
same for exposed and unexposed
– Differential misclassification of outcome
• Observer bias
• Respondent bias
• Sensitivity and/or specificity NOT the same for
exposed and unexposed

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3.5.1 information bias

  • 1. 1 Information bias • Information bias – Bias resulting from flawed definition of study variables or measurement of study variables – Results in erroneous classification of subjects with regard to exposure and/or outcome – this is called misclassification
  • 2. 2 Information bias • There are two types of misclassification: – Non-differential misclassification – Differential misclassification • Definitions of these terms depend on the variable being measured (i.e., exposure or outcome)
  • 3. Information bias • Types of misclassification of outcome variables – Non-differential misclassification of outcome • The degree of outcome misclassification is not related to exposure status – Differential misclassification of outcome • The degree of outcome misclassification depends on the exposure status – this is a more serious problem 3
  • 4. Information bias • Types of misclassification of exposure variables – Non-differential misclassification of exposure • The degree of exposure misclassification is not related to outcome status – Differential misclassification of exposure • The degree of exposure misclassification varies by outcome status – this is a more serious problem 4
  • 5. Information bias • Some specific exposure related information biases – Recall bias: occurs when participants are asked about past exposure after the outcome in question has occurred (or not), as often happens in case- control studies 5
  • 6. 6 Information bias – The respondents’ memories vary according to whether or not they experienced the outcome, especially if the exposure is a commonly known risk factor for the disease they have experienced • Those with disease and the exposure more likely to recall exposure – Increased sensitivity • Those with disease and not exposed more likely to report exposure – Reduced specificity • Will explain use of sensitivity and specificity to quantify information bias shortly
  • 7. Information bias • Some specific exposure related information biases – Recall bias example: • Case-control study of gestational pesticide exposure and offspring developmental delay 50
  • 8. 8 Information bias – Recall bias example (cont.): • Mothers with developmentally delayed children may more comprehensively recall their exposures during pregnancy or may over-report them, having spent time thinking about what might have caused their child’s disability • Control mothers with typically developing children have not spent time pondering prenatal exposures, and thus may be less likely recall exposure
  • 9. Information bias • Some specific exposure related information biases – Interviewer bias: occurs when interviewers are not blinded to participant disease status 9
  • 10. Information bias – Interviewer bias: – Interviewers may question diseased and non- diseased differently, for example emphasizing some words or questions, or asking more clarifying questions of those with disease in an attempt to elicit information on the exposure 1 0
  • 11. 1 1 Information bias • Some specific outcome related information biases – Observer bias: occurs when observers/raters are not blinded to exposure status (analogous to interviewer bias, except affects disease classification) – Observers/raters may be more likely to count cases among participants with high risk/exposure profiles
  • 12. Information bias • Some specific outcome related information biases – Observer bias example: • A sample of nephrologists were sent patient case histories with a simulated race randomly assigned to each case • When the case history identified the patient as black, the nephrologists were twice as likely to diagnose the patient as hypertensive end-stage renal disease, as compared to patients labeled white 1 2
  • 13. Information bias • Some specific outcome related information biases – Respondent bias: participants with high risk/exposure profiles may be more likely to report the outcome of interest 1 3
  • 14. 1 4 Information bias • Effects of non-differential versus differential misclassification – In practice, it is impossible to correctly measure/collect all variable some misclassification is inevitable – Thus, it is important to thoroughly evaluate your exposure and outcome definitions, study protocol, and data collection procedure to evaluate what likely measurement error exists – Then, think about the extent and direction of bias
  • 15. 1 5 Information bias • Non-differential misclassification – Results in a bias toward the null when the exposure or disease that is misclassified is binary – For example, when a binary exposure is measured with equal amount of error between case and control groups, it washes out the exposure-outcome association – This is a conservative bias, and the investigator at least knows that she/he is not presenting an artificially large association
  • 16. 1 6 Information bias – Non-differential misclassification when there are more than two categories of the exposure or disease does not necessarily result in bias towards the null – Categorization of a variable that has non-differential misclassification can generate differential misclassification
  • 17. 60 Information bias • Differential misclassification of exposure or disease results in a bias in an unpredictable direction – it may be toward the null or away from the null • It is possible to evaluate the bias on a case-by-case basis and speculate the direction of the bias, however the possibility of bia away from the null is problematic • Generally considered a more serious problem than bias towards the null because – (a) the investigator does not know the direction of the bias with certainty, and – (b) if the bias is away from the null, the investigator risks presenting an artificially inflated effect estimate vs. an attenuated one
  • 18. 1 8 Information bias • Misclassification of a confounding variable – Bias in an unpredictable direction
  • 19. Information bias • Numerical example of non-differential misclassification 1 9
  • 20. 2 0 Information bias • Measures useful for quantifying information bias – Sensitivity • P(classified positive|true positive) – Specificity • P(classified negative|true negative)
  • 21. Information bias • Case-control study data – the true distribution of exposure • OR=? 2 1
  • 22. Information bias 2 2 Se:P(class. positive|true positive), Sp: P(class. negative|true negative)
  • 23. Information bias 2 3 Se:P(class. positive|true positive), Sp: P(class. negative|true negative)
  • 24. Information bias • True positive (exposed) cases = TP • Classified positive (exposed) – = TPx(class pos|TP) – = 80 x 0.9 • Classified negative (unexposed) – = TPx(1-(class pos|TP)) – = TPx(class neg|TP) – = 80 x 0.1 – Or = TP-class. positive 2 4 Se:P(class. positive|true positive), Sp: P(class. negative|true negative)
  • 25. Information bias • True negative (unexposed) cases = TN • Classified positive (exposed) – = TNx(1-(class neg|TN)) – = TNx(class pos|TN) – = 20 x 0.2 – Or = TN-class. negative • Classified negative (unexposed) – = TNx(class neg|TN) – = 20 x 0.8 2 5 Se:P(class. positive|true positive), Sp: P(class. negative|true negative)
  • 26. Information bias 2 6 Se:P(class. positive|true positive), Sp: P(class. negative|true negative)
  • 30. 3 0 Information bias • Non-differential because sensitivity and specificity the same for cases and controls • Resulted in bias towards the null – True OR = 4 – Misclassified OR = 2.6
  • 31. Information bias • Numerical example of differential misclassification 3 1
  • 32. Information bias • Case-control study data – the true distribution of exposure • OR=4 3 2
  • 33. Information bias 3 3 Se:P(class. positive|true positive), Sp: P(class. negative|true negative)
  • 34. Information bias 3 4 Se:P(class. positive|true positive), Sp: P(class. negative|true negative)
  • 35. Information bias 3 5 Se:P(class. positive|true positive), Sp: P(class. negative|true negative)
  • 36. Information bias 3 6 Se:P(class. positive|true positive), Sp: P(class. negative|true negative)
  • 37. Information bias 80 Se:P(class. positive|true positive), Sp: P(class. negative|true negative)
  • 38. 3 8 Information bias • Differential because sensitivity and specificity NOT the same for cases and controls • This example resulted in bias away from the null – True OR = 4 – Misclassified OR = 5.7 • Can result in bias in either direction – Exhibit 4-6 in Szklo – differential misclassification resulting in bias towards the null
  • 39. 3 9 Information bias • Information biases types summary – Non-differential misclassification of exposure • Sensitivity and specificity of exposure assessment not both 1.0 but the same for diseased and non-diseased – Differential misclassification of exposure • Recall bias • Interviewer bias • Sensitivity and/or specificity of exposure assessment NOT the same for diseased and non-diseased
  • 40. 4 0 Information bias • Information biases types summary – Non-differential misclassification of outcome • Sensitivity and specificity not both 1.0 but the same for exposed and unexposed – Differential misclassification of outcome • Observer bias • Respondent bias • Sensitivity and/or specificity NOT the same for exposed and unexposed