Biostats Flashcards
Types of study data
Continuous
Discrete (Categorical)
Continuous Data
Has a logical order with values that continuously increase by the same amount.
Includes interval data and ratio data
Interval data
Type of continuous data, has no meaningful zero
Example-C and F temperature scales
Ratio data
Type of continuous data with a meaningful zero
Example- Age, height, weight, time, BP
Discrete (categorical data)
Includes nominal and ordinal data
Has categories
Nominal data
Type of discrete (categorical) data
Categories are in arbitrary order- the order does not matter.
Example- gender, ethnicity, marital status, mortality
Ordinal data
Type of discrete (categorical) data
Categories are ranked in a logical order, but the difference between the categories is not equal.
Example- NYHA class, 0-10 pain scale
Standard Deviation
How spread out the data is, and to what degree it is dispersed away from the mean.
Data that is highly dispersed has a larger SD
Gaussian (normal) distribution
Symmetrical curve, half of the values on the left and right
Mean, median, mode are equal
Large sample sets of continuous data tend to form
Gaussian or “normal” distribution
“bell-shaped curve”
In Gaussian distribution, __________of the values fall within 1 SD of the mean and ___________of the values fall within 2 SDs from the mean.
68%- 1 SD
95%- 2 SD
When does skewed distribution occur?
When the number of values (sample size) is small and/or there are outliers in the data
When there are small numbers of values, what measure of central tendency is the best?
Median
The distortion of central tendency caused by outliers is decreased by
collecting more values
Variable
any data point or characteristic that can be measured or counted.
Independent variable
Changed by the researcher in order to determine whether it has an effect on the dependent variable (outcome)
The outcome is the
dependent variable
HF progression is an example of
dependent variable
Comorbid conditions, doses are examples of
Independent variables
Null hypothesis
There is no statistically significant difference between groups.
The researcher is trying to disprove or reject the null hypothesis.
Alternative hypothesis
There is a statistically significant difference between groups. The researcher is trying to prove or accept
Error margin
Alpha
The alpha level is commonly set at
5% or 0.05
The p value is compared to
the alpha
How to compare the p value to the alpha
p-value < alpha- reject null hypothesis, alt hypothesis is accepted- statistically significant
p-value >alpha- accept the null hypothesis, alt hypothesis is rejected
Confidence interval
Provides the same information about significance as the p value, plus the precision of the result
How to calculate CI
CI=1-alpha
An alpha of 0.05 represents a 95% CI
A CI of 95% indicates
you are 95% confident that the true value for the population lies somewhere within the range
A narrow CI indicates
high precision
A wide CI indicates
poor precision
Type I error
False positive
The null hypothesis was rejected in error
Probability of a type I error
CI=1-alpha (type I error)
When alpha is 0.05 and a study result is reported with p<0.05, it is statistically significant and the probability of making a type 1 error is <5%
Type II error
False negative
The null hypothesis is accepted when it should have been rejected.