Lecture 3: Measures Of Association Flashcards

(37 cards)

1
Q

Creating possible alternatives to events that already happened, for example someone got a disease instead of not having had it.

A

Counterfactual thinking/theory

Counter-to the-facts

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2
Q

What assumption does counterfactual theory require?

A

Assumption of exchangeability

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3
Q

What is always in the columns of a 2x2 chart?

A

Disease/Outcome

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4
Q

Absolute differences is found by doing what with frequencies?

A

Subtracting

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5
Q

Relative differences is found by doing what with frequencies?

A

Dividing

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6
Q

True or False:

Absolute differences are always larger than relative differences

A

False

Absolute is smaller

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7
Q

Define ‘risk’

A

The probability of an outcome in an individual group, exposed or not exposed

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8
Q

Is risk considered a proportion or ratio?

A

Proportion

It is a simple percentage

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9
Q

Absolute risk reduction formula

A

Subtracting the absolute risk of those exposed - AR not exposed

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10
Q

Relative risk reduction formula

A

ARR
——
Absolute Risk of the unexposed

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11
Q

What does NNT stand for

A

Number needed to treat

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12
Q

What does NNH stand for?

A

Number needed to harm

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13
Q

Doe we want NNH or NNT to be smaller?

A

We want NNT to be small

We want NNH to be huge

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14
Q

Give an example of NNT

A

It would take 8 patients on a drug for 1 person to get positive benefits

1 in 8 patients on this drug will get positive benefits

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15
Q

How to calculate NNT/NNH?

A

1 divided by Absolute risk reduction

1
——
ARR

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16
Q

how to calculate risk ratio?

A

risk of outcome in exposed//////risk of outcome non-exposed=placebo

17
Q

The exposure or treatment group of interest, is always in the denominator when calculating risk ratio. T/F

A

false

always in numerator

18
Q

if risk ratio is >1

A

the outcome is more likely to occur in the study than in the unexposed group

19
Q

if risk ratio is <1

A

the outcome is less likely to occur in the study group than the unexposed group

20
Q

if risk ratio = 1

A

outcomes are equally likely in both groups

21
Q

other names for risk ratio

A

odds ratio

hazard ratio

22
Q

interpret a RR = 1.53

A

53% more likely

23
Q

interpret a OR = 2.35

A

outcome is 2.35 times more likely

24
Q

interpret a HR = 0.75

A

outcome is 25% less likely to occur

25
when interpreting a RR/OR/HR, there are 3 things you must include in your interpretation.....
1. groups you are comparing 2. direction of your results 3. magnitude
26
visual representation of ratio data, horizontal plot allowing the comparison of multiple ratios and their differences from 1.0
forest plot
27
OR INTERPRETATION: association between baseline characteristics of firearm and pedestrian motor vehicle injury hospitalizations. Reference: white, Hispanic OR = 1.43
hospitalization due to firearm injury or pedestrian motor vehicle injury, is 43% more likely to occur in Hispanic ethnicities than white.
28
Odds is a ……?
ratio
29
define 'odds'
frequency of an outcome occurring vs. not occurring or frequency of exposure vs. frequency of not being exposed or occurring/not occurring within one group
30
relate odds calculation to a 2x2 table
A/C or B/D
31
odds ratio calculation formula
odds of exposure in diseased ------------------------------------------ odds of exposure in non-diseased
32
how is odds ratio different from odds
odds is within same group OR; ratio of odds from 2 different groups
33
what is the easiest way to calculate OR?
cross multiply
34
in a 2x2 table: odds of exposure formula
A/C
35
in a 2x2 table: odds of exposure in controls
B/D
36
in a 2x2 table: odds ratio formula
AD/BC
37
when reading a research study, how do you know which 2 groups are being compared?
one of the groups will be listed as a reference or their RR will be = 1.0