Week 3 Flashcards
What is reliability?
consistency or repeatability of measurements (should get the same results every time)
What is validity?
accuracy of measurements, you are measuring what you are supposed to measure
Types of Reliability?
Intra-rater reliability - same measurement by same person every time
Inter-rater - measurement by different people at same time point
Test-retest reliability - same measurement undertaken at different time points by different instruments
Types of Validity
Face validity - does it appear to measure what is aims to measure
Content validity - does the measurement cover everything it should?
Criterion validity - how does one measure relate to an outcome
Construct validity - how well does the measurement truly reflect what it claims to measure
EXTERNAL VALIDITY (generalisability) how well can you take the research findings of the sample and relate it's to the population and let it represent it.
INTERNAL VALIDITY (relates to the methodology of the research) can you be confident that the research was well conducted, where the results because of exposure/intervention?
internal validity is affected by
- CHANCE
this is a random error
it can’t be eliminated only minimised through sample size - increase it
- BIAS
this is a systematic error, error in the way the research was undertaken (can be eliminated)
**many types
reporting bias: positive only published)
selection bias: who gets selected for sample, sample should represent wider population
allocation bias: who gets into the intervention and control group
attrition bias: dropout from the study
measurement bias: errors in measuring
maturation bias: changes which occur naturally over time
- COFOUNDERS (these are variables that weren’t taken into account and hence influence outcome)
Why do we need reliability and validity?
if the evidence is not underpinned by reliability sand validity then it is prone to errors and misinterpretation
What is Normal Distribution?
- means it is a naturally occurring phenomena
- there is a symmetric distribution, equal on both sides of the central peak
- it is a unimodel (mean, median, mode)
- it is the most important probability distribution in statistics
Population vs Sample
Population is everyone you are interested in, represented by a capital N
Sample is a subgroup of the population, represented by lower case n
Types of Data
CATEGORICAL
- ordinal data (can be logically ordered or ranked eg. academic grades, clothing size)
- nominal data (opposite of ordinal, cannot be ordered)
eg. gender, culture, religion)
NUMERICAL
- continuous data (values are between are certain set of numbers eg. height, weight, temperature)
- discrete data (measured as whole units, numbers eg. people, number of children)
Measures of Centrality and Dispersion
First of all, it depends on whether the data is symmetric or skewed
Symmetric
- mean (centrality) and standard deviation (dispersion)
**mean can’t be used for categorical data
Skewed
- median (centrality) and interquartile range (dispersion)