Lecture 17 Flashcards

Study Design pt. III (43 cards)

1
Q

design basics for case-control studies

A

cases (groups w. outcome) are compared to controls (groups w/o outcome)
- controls provide estimates of frequency off the exposures of interest in source population
- cases and controls are chosen w/o regard to exposure status

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2
Q

basic steps in case control study

A
  1. state the research question
  2. design the case-control study
  3. conduct the case control study
  4. analyze and report the data
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3
Q

developing a hypothesis for case control studies

A
  • used when investigators are interested in a particular health outcome and want to identify the cause(s) of that outcome
  • often used to identify the source of an outbreak or identity risk factors for an outcome that is rare or has a long latency period
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4
Q

data layout and measures of association

A
  • case control measured in 2x2
  • measures of association: exposure odds ration (EOR)
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5
Q

Odds ratio

A

EOR = AD/BC
- cases: probability of the exposure was among those with the outcome of interest in the source population
- controls: provide comparison; probability of the exposure in the source population
- null value = 1; no association between he exposure and outcome
- interpretation: the odds of exposure among the cases is [insert EOR value] times the odds of exposure among the controls

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6
Q

why can’t risk, rate, and prevalence be measures in these studies?

A

because we’re interesting in the exposure not the outcome

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7
Q

ultimate goal of case-control study

A

determine whether the frequency of the exposure among the cases is more or less than the exposure among controls
- case control studies have a primary and secondary base type

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8
Q

primary base

A

begins with the identification of source population
- ensures cases and controls are samples from same population
- common with outbreaks investigations

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9
Q

secondary base

A

used when investigators lack a well-defined source population
- investigators begin by identifying a mechanism for selection cases from the source population

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10
Q

sampling cases after enumeration (listing) of all cases

A

identify all cases occurring in the source population and include all in study (may not be possible to include all cases)
- random sample: each case has the same probability of being selected

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11
Q

sampling cases without enumeration of all cases

A

occurs when theres no way to identify all individuals with the health outcome
- possible that sampled cases differ from those that would be selected if possible cases could be identified
- - could lead to selection bias

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12
Q

incidence vs. prevalence

A

incident = new
prevalence = existing
- could lead to selection bias

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13
Q

identifying controls

A

should be selected from the same source population if possible

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14
Q

population based controls

A

controls are sampled from a roster that includes all individuals in the source population (birth records; student roster, etc)

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15
Q

advantages to population based controls

A

exposure distribution of the controls should be the same as the source population (given random sampling and high participation

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16
Q

disadvantages to population based controls

A
  • may be less motivated to participate in the study
  • must be able to enumerate entire source population
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17
Q

hospital and clinic based controls

A

group of individuals who would be treated at the facility where the cases were identified if they were to develop the outcome of interest

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18
Q

advantages of hospital & clinic based controls

A
  • no need to enumerate entire source pop
  • confounding factors may be similar (education, neighborhood, etc)
  • easier and lower cost to identify
  • may be more willing to participate
19
Q

disadvantages to hospital & clinic based controls

A

exposure distribution of the controls may not be the same as the source population

20
Q

relatives, neighbors, friends of cases

A

if the source population isn’t easily enumerated, individuals who are known to the cases may be sample

21
Q

advantages to relatives, friends of cases

A
  • no need to enumerate the entire source population
  • many confounding factors may be similar
  • easier and lower cost
  • may be more willing to participate
22
Q

disadvantages to relative, friends of cases

A

exposure distribution of the controls may not be the same as the source population
- cases may not be willing to share contract information with investigator

23
Q

Matching

A

section of controls with specific attributes that correspond to those of the cases
- only done for factors that are likely to be confounders of the relationship between the exposure and the outcome (age, sex, race)

24
Q

Pair matched

A

one control is matched to each case

25
n-to-one matching
more than one control to each case
26
category matching
select a control whose variables falls within the same category as the case
27
caliper matching
identification of controls with a value within a specified range of that of the case
28
matching advantages
- can help prevent confounding by the matched factors - can reduce the influence of random error
29
limitations to matching
- makes it difficult to identify controls for inclusion in the study - can be time consuming & costly - once factor has be matched, it can't be considered as a potential exposure in the analysis
30
exposure pattern
determine whether the exposure status of the case and control are concordant (same) or discordant (different)
31
concordant
both the case and control are exposed or both unexposed
32
discordant
either the case is exposed and the control is or vice versa
33
pair-matched odds ratio (moR)
ratio of discordant pairs - >1: more pairs where the case is exposed and the control is not - <1: more pairs where the control is exposed while the case is not
34
interpretation of moR
after controlling for the matched factors, the odds of the exposure among cases are [moR value] times the odds of exposure among controls
35
strength of case-control studies
study of multiple exposures - useful when the cause of outcome is unknown, or there is a need to consider several exposures at once study of rare outcomes - well suited for the study of rare outcomes, as well as outcomes with long induction or latency periods and outcomes that have already occurred logistics - investigators can obtain an estimate of the frequency of the exposure in the source population without actually having to measure the exposure status of everyone in the source population - requires smaller sample size - less resource intensive - can often be conducted faster than RCT or cohort study
36
Limitations of case-control studies
study of rare exposures - investigators need to enroll a very large number of cases and controls to have an adequate number of exposed individuals to be able to make a meaningful comparison limited to a single outcome examining outcome frequency - it is not possible to estimate the frequency of the outcome temporality - there are times when investigators must rely on self-report of exposures after the outcome has occurred -- makes it difficult to establish temporality between the exposure and outcome relative to a controlled trial or cohort study Biased participant selection - if the source population has not been properly identified or if there is bias in the selection of either cases or controls, the results may be incorrect. Selection bias - may occur if investigators select prevalent (vs. incident) cases Biased exposure measurement - exposure information may be susceptible to errors in reporting of the exposure
37
cross sectional study design basics
- exposures / outcomes measured at the same time; provides snapshot - used to asses health status of population & tract changes over time - study participants are not followed - uses descriptive and analytic epidemiology
38
basics steps in cross sectional study
1. state research question 2. design the cross sectional study 3. conduct the cross sectional study 4. analyze and report the data
39
two goals in a cross sectional study
1. estimate the prevalence of health related exposures and/or outcomes in particular population (prevalence) 2. test one or more hypotheses to understand the relationship between exposures and health outcomes (hypothesis testing)
40
prevalence
measure of frequency that describes how common a given characteristic is at one particular point in time
41
prevalence estimation
- understand the scope of the problem - determine whether certain groups of individuals are more likely to be affect - identify potential strategies to improve health outcomes
42
strengths of a cross sectional study
- study of multiple exposures - study of multiple health related outcomes - logistics (less expensive and faster) - avoids loss to follow up - utility for public health practice - aids with future study planning
43
limitations to cross sectional studies
temporality - hard to establish cause and effect study of outcomes or exposures with short duration - has a short duration, PI may obtain an underestimate of exposure or outcome prevalence survival bias - may be ill-equipped to study exposures that tend to either increase or decrease someones likelihood of survival