Nominal groups
No hierachy
Binary outcomes e.g. dead or alive
Ordinal
Data that can be ranked
E.g. Strongly agree, Agree, Neutral
Continuous data
Scales e.g. height, temperature
Parametric data
Can be measured
Always interval, ratio data
Normally distributed (Bell Curve)
Non-parametric
Ordinal or nominal data
Does not have to be normally distributed
Data can be skewed (only if massive sample size)
Outcome Variable/ Dependent variable
Variable that is measured
e.g. RR before and after exercise
Independent Variable
Variable changed by researcher
Peanut vs cashew in study about strength of allergic reaction
When looking at which tests to use
Is it testing difference between data?
or
Testing for a relationship?
Anova test (analysis of variance)
Difference
Continuous data (e.g. time)
3 different unrelated groups
Normal distribution
Pearson’s Product Moment
Relationship
Interval/ ratio
Normal distribution
R2
Value between 0-1
Tells you how much of a relationship exists between one variable and another
Expresses percentage e.g. 0.85 = 85%
Paired T-Test
Same people having test before and afterwards
Normal distribution e.g. BMI
Linear regression
Simple or Multiple factors
To make predictions
‘logistic’ if prediction outcome is binary
Confidence interval can only be significant if
both values are on same side of zero
Cannot include zero
Narrow CI
Stronger power
more values have been included
Accepted level of P value
<0.05
Smaller the value the better
Sensitivity
Proportion of people who have a disease, who will test positive
How good is test at ruling people in.
Specificity
Proportion of people without the disease who test negative
How good is test at ruling people out
Kaplan-Meier curve
Time till event curve or cumulative survival
e.g age breastfeeding stopped