case control Flashcards

(17 cards)

1
Q

did the observer assign the exposure :
1- if yes then its – studies :
-if yes to random allocation then —- trail
- if no to random allocation then its — trial
2- if no then its — studies
- if yes to comparison groups then its — study which includes ecological case control cohort and cross sectional study
- if no then its — study as cohort and cross sectional

A

intervention
randomised trail
non randomised trail
observationa;
analytic study
descriptive study

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2
Q

case control study:
A study that compares — groups of people: those with the disease or condition under study ( aka — ) and a very similar group of people who do not have the disease or condition ( — ).
Purpose is to examine association between an — (s) and an —
Four key steps:
1- identity — the people with the disease or outcome
2- Identify the—- – the people who do not have the disease or outcome
3- Measure — (e.g. potential risk factors for the outcome) among the cases and controls
4- — whether or not the cases are more likely to have been exposed to a risk factor than the controls

A

2
cases
controls
exposure and outcome
cases
controls
exposure
analyse

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3
Q

all people in the population who have the outcome e.g. lung cancer is identifying —-
- a representative sample of the study population without the outcome e.g. no lung cancer is - identifying —
- Individuals are selected from a — population on the basis of their disease/condition status

A

cases
controls
defined

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4
Q

when cohort study fails :
If the outcome is —
If the outcome takes a — to develop
Very few people will develop the outcome
A very long — period (possibly decades) would be needed
Cohort studies become very — and — to conduct
You might never identify enough people with the outcome to make meaningful conclusions

A

rare
long time
follow up
expensive and difficult

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5
Q

identifying cases:
Must have a clear —
Definition should be — and — to all cases
Can be based on — or — definition
Must describe carefully how cases are —
selecting controls:
Selection of appropriate — is often the most demanding and difficult part of a case-control study
Controls should be representative of the — from which the cases have arisen. But they should be without the — or—.

A

case definition
replicable and applied
clinical or laboratory
selected
controls
population
disease or outcome

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6
Q

selecting controls:
-Need to understand from what population the cases arose from
-Sources of “population controls” or “population-based controls” include:
population —
— rolls
— databases
-Often more than — control is selected for each case
-This increases — power
-In other words, we say there is evidence of an association when there really is an— – we reach the right conclusion

A

population registers
electoral rolls
general practice
more than one
statistical
assosiation

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7
Q

measuring exposures :
-Data on exposures can be measured in a variety of ways e.g., by — , reviewing medical —, using biological — .
-As with all studies you need to use a method that is – and — to measure the exposure (and indeed the outcome).
-Case-controls studies are often not suitable to use when the exposure is — .

A

interviews
records
samples
valid and reliable
rare

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8
Q

advantages of case control studies:
Useful for rare — (i.e. — )
Useful for diseases with —
Often — and — than cohort studies
Can study association between— exposures and an outcome
Can conduct expensive or time-consuming tests, which may not be possible with a — study

A

disease or outcomes ( but not exposures )
long latency
cheaper and quicker
mutiple
cohort

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9
Q

summary of sources of errors:
all apply to case control studies
1- selection of participants as sampling —-
2- measurement - instrument as self-administered questionnaire, monitor, interview is —-
3- measumenet - observer is —-

A

sampling error or selection bias
inaccuracy ( poor validity or poor reliability )
between or within observers

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10
Q

selection bias:
Controls are not representative of the population that cases come from
Particularly arises if using — controls
Hospital controls are usually people who are patients at the same hospital(s) as the cases who do not have the disease
Have to ensure that
-There are no health-care access issues that prevent hospital controls being representative of the population
-The disease for which they were admitted is not related to risk factors for the outcome of interest
-The distribution of exposures in the hospital controls may differ to the distribution of exposures in the population that cases came from

A

hospital

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11
Q

observer bias aka interviewer bias:
Often information on exposures is collected by —
Interviewers knowing whether they are talking to a case or a control may change how they collect data on the exposure
To minimise observer bias:
- – interviewers and use — questioning
- — interviewers to whether a person is a case or control
- Limit — among interviewers about the hypothesis being tested (e.g., don’t tell them which exposure is of most interest)
- Cases may describe their level of exposure differently than controls, even if there is no difference
Having a disease may make people more aware of an exposure or the importance they attach to it this is known as – bias
we can minimise it by blinding – and controls to the —

A

interview
train
standardised
blind
limit knowledge
recall bias
cases
research question

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12
Q

As with all observational studies, an apparent association between an exposure and outcome may be due in part or whole to a third factor
is known as —

A

cofounding

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13
Q

analysing a case control study :
In a case control study we specifically include the people with the — ( unlike cohort)
Don’t start with a representative sample of the population and see who has the outcome
Don’t start with a representative sample of the population who don’t have the outcome and see who develops it
-Can’t calculate — or —
-Can’t calculate —

A

outcome
prevalence or incidence
relative risk

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14
Q

In a case control study we can only calculate an —
The odds ratio is the odds of — among the — compared to the odds of — among the —
The odds ratio is a good approximation of the —

A

odd ratio
exposure among cases
exposure among controls
relative risk
so basically:
odd ratio = odd of exposure among cases/ odd of exposure among controls
check example slide33

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15
Q

effects of confounding:
2- Create an — association when one does not exist
E.g., odds ratio for association between asthma and Covid-19 ICU admission is 2.84. If we controlled for educational level somehow, the odds ratio might be 1
2-Over- or under-estimation of the — of the true association
E.g. odds ratio for association between asthma and Covid-19 ICU admission is 2.84. If we controlled for educational level, the odds ratio might be 2.00
3- Hide a — if it exists
E.g., if we found the odds ratio for association between asthma and Covid-19 ICU admission is 1 when we don’t control for educational level, and it becomes 2.84 when we do control for educational level. Asthma and Covid-19 ICU admission are associated, but the association is hidden unless we control for educational level
4. — the direction of the association (Simpson’s paradox)
E.g., odds ratio for association between asthma and Covid-19 ICU admission is 2.84. If we controlled for educational level, the odds ratio might become 0.9 (i.e., the association goes from a positive association to a negative association)

A

apparent
size
true association
reverse

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16
Q

dealing w confounding:
1- Design a — in a way that minimises the effect of confounding factors
— : restricting the sample to people with or without the confounding variable,
— : matching cases and controls for potential confounding factors, makes them more similar with respect to potential confounding factors.
- —-
2- Use — methods for adjusting the effects of confounding
-Multivariable analysis using — techniques
-Stratification (or post–stratification): splitting the sample into — according to their level of the confounding variable (e.g. smokers and non-smokers) and estimating the association between the exposure and outcome for each strata

A

study
restriction
matching
randomisation
statistical method
regression
strata

17
Q

mutlivariable regression:
Adjusts the — effect of an — on an outcome for the effect of other potentially confounding factors.
Hence, derive an estimate of the — effect of the exposure of interest
Provides “— ” effect (e.g., adjusted odds ratio)

A

estimated
exposure
independent
adjusted