Standardised methods Flashcards
What does the reliability of a measure refer to?
Is it as free as possible from random error?
- accurate and consistent
- free from random error
What does the validity of a measure refer to?
Does it measure what it says it measures?
- free from random AND systematic error
What does unidimensionality of a measure refer to?
Are we measuring just the one thing we want to measure or have we ended up measuring other things too?
What does discrimination of a measure refer to?
How well do our items distinguish between levels of the thing we’re measuring?
What does equivalence of a measure refer to?
Does the measure perform the same way for different groups of people?
What is norm-referencing?
How are scores distributed in the population?
How are measures standardised?
- rigorously tested for validity and reliability
- Norm-referenced (compare scores against population norms)
- Often delivered in tightly controlled ways
What is the equation for observed scores?
Observed score = true score +/- error
What are random errors?
Usually small deviations above or below true score
E.g., you measure a table three times using the same tape measure and get slightly different values: 174.6cm , 174.2 cm, 174.4 cm
If we take a number of measurements, the sum and mean of random errors should tend towards zero.
What are systematic errors?
Unlike random errors, systematic errors do not cancel each other out with multiple measurements: they accumulate
E.g. The plastic tape measure that you use to measure the table has been stretched out from years of use. It consistently underestimates the true length of the table
What is an example of random error and systematic error in a questionnaire?
Random error- today 5- strongly agree, next week 4- mostly agree
Systematic error- Administering the questionnaire during Covid-19 pandemic when very few are socialising regularly
When do systematic errors occur?
When items are supposed to measure just one dimension of a construct (unidimensional) but in fact, measures more than 1.
eg. intended dimension: extraversion
Unintended dimension: testing environment (during pandemic)
How could random error be reduced?
- repeat measurements and average them (not as simple for psychological variables)
How can systematic errors be reduced?
- Use multiple measurements, each with different downsides (nuisance factors) - variable of interest is measured consistently but nuisance factors are not
What does it mean to be consistent/dependable? (reliability)
- across time and context
What is test-retest reliability?
If you measure something at one point in time, will it remain consistent at another point in time?
What is parallel form reliability?
Will measured characteristic be the same when using multiple versions fo a measure?
What is internal consistency?
Are all items doing just as good a job as one another in measuring the psychological construct of interest?
- operationalization
If measuring the same thing: will be highly correlated