Biostatistics Flashcards
Continuous data
values that change by the same amount
2 types: ratio and interval data
Ratio vs interval data
Interval data has no meaningful zero (e.g. celsius)
Ratio data has a meaningful zero (zero equals none, e.g. BP)
Discrete (categorical) data
Nominal, ordinal
Have categories
Differences between ordinal and continuous data
In ordinal data, the categories do not increase by the same amount
Measures of central tendency
Provide simple summaries of the data
Mean, Median, Mode
Spread (variability) of data
Range
Standard deviation (how dispersed the data is from the mean)
Gaussian distributions
Normal (Bell-shaped)
Large sample sets of continuous data
Characteristics of a gaussian distribution
Symmetrical curve
Median, Median and Mode are all the same
68% of the values fall within 1 SD, 95% of the values fall within 2 SDs
What causes skewed (not symmetrical) distributions?
small sample size +/- outliers
When is the Median a better measure of central tendency?
When there are outliers on a small # of values. In this case, the outliers can have a big impact on the mean.
alpha
error margin
commonly 5% (0.05)
Determining CI in ratio data vs difference data
Difference data (mean): not significant if the CI crosses 0 (e.g. change in FEV1)
Ratio data (OR, HR, RR): not significant if the CI crosses 1
CI & precision
Narrow CI = high precision
Wide CI = less precision
Type 1 error
False positives
When the alpha is set as 0.05 and the study reports a P value < 0.05, it is statistically significant and the probability of making a Type I error is 5%
**CI = 1 - alpha (type 1 error)
Type II error
Denoted as beta (B)
power
Power to avoid a type II error
How is power determined?
of outcomes
Difference in outcome rates
Significance (Alpha) level
Relative risk
risk in treatment group/risk in control group
Interpret a RR of 57%
Patients in the treatment group were 57% as likely to have the outcome as the placebo group
Relative risk reduction
1-RR
Interpret a RRR of 0.43
Patients in the treatment group were 43% less likely to have the outcome than the placebo group
Absolute risk reduction
(% risk in the control group) - (% risk in the treatment group)
Interpret a ARR of 12%
It means that 12 out of a 100 patients will benefit from the treatment
Number needed to treat
1/ARR
Always round up
NNH
Always round down
In what type of studies is odds ratio used?
Used in case-control studies to estimate the risk of unfavorable events
OR calcuation
AD/BC
Hazard ratio
Used in survival analysis
Rate at which an unfavorable event occurs over a short period of time