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Data
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Defn.
- A series of observations, measurements, or facts that can be analysed
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Variable
- Has a possible range of values
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Analysis
- Gathering, modelling and transforming data with the goal of highlighting useful information, suggesting conclusions and supporting decision making.
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Types
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Nominal
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Categorys
- No relationships
- Least powerful
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Ordinal
- Rank
- Has a relationship (1st, 2nd etc.
- Non mathematical relationship
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Interval
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No real 'ZERO'
- eg. temperature
- Has a mathematical relationship
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Ratio
- Has a tue 'ZERO'
- Eg. distance, height.
- Most powerful
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Research Methods
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Which method?
- Depends on the question
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Quantitative
- Experiments
- Surveys
- RCTs
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Numbers
- Tells you what happened
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Qualitative
- Focus groups
- Interviews
- Case studies
- Tells you why it happened
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Validity
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Internal
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to do with study design
- Is it ok?
- Are we measuring the right thing
- Eg measuring height for as a measure of intelligence is wrong.
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External
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Can it be applied outside?
- Can the results be generalised?
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Replicability
- Can it be done again?
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Reliability
- If experiment done again will the same results be given?
- Easier for lab based work
- Objective
- Unbiased
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Variables
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Must be operational
- Be explicitly stated
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Constructs
- Defined by theoretical definitions
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Variables
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Quasi-independent
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Characteristics that cant be randomly assigned
- Eg sex, age
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True experimental variables
- Can control these in a true experiment
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Can be randomly assigned
- eg Give Drug A or Drug B
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Independent variables
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The ones we control
- To bring about change in DV
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Levels
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At least TWO
- eg. gender- male/female
- AKA 'condition'
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Dependent variables
- The ones we measure
- The ones that depend on the IV
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Research design
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Experimental design
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True experiment design
- Design where researchers can randomly assign participants to experimental condition.
- Eg randomly assign normal participants to consume different amounts of alcohol
- Randomised
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Quasi experimental design
- Design where researcher cant randomly assign participants to groups
- eG Compare heavy vs light drinkers, as you are either in one group or the other
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Randomisation
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Reduces confounding variables
- When groups to be compared differ in ways other than what the researcher has manipulated
- As they are distributed equally among the groups
- Prevents (un)intentional bias.
- Ensures participant is equally likely to be assigned to either group
- Enables use of powerful statistics.
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Subjects design
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Independent groups design
- Comparing BETWEEN groups
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Potential problems
- Confounding factors
- Solutions
- Randomisation
- Matched groups
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Matched groups
- Make sure subjects in both groups are matched as closely as possible on potential confounding factors
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Repeated measures design
- Testing WITHIN groups
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Advantages
- Fewer participant
- Each participant is their own control
- Removes some confounding factors
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Disadvantages
- Order effects
- Cant return ppnt to original state
- Practice effect
- better performance due to practice
- Fatigue effect
- SOLUTION
- Counterbalancing
- Randomly assigning order to group
- Therefore we can know whether the order has made any difference
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Causation
- How correct is our claim of A being the cause of B?
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SOLUTION
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Have a comparision group
- Eg treatment vs placebo
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Could do O-X-O
- Eg. test, give alcohol, test.
- Therefore we know if alcohol is the cause
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Forms of validity
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Face
- Does it measure what it says it does?
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Criterion
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Concurrent
- Comparison of new test with established test
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Predictive
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Does the test have predictive value?
- Eg Does blood pressure value now predict heart attack in 5 years?
- Does the measured results agree with other measures of same thing?
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Construct
- How well does the design tap into the underlying construct
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Ecological
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Does study reflect naturally occuring behaviour?
- Eg does mouse in box reflect its behaviour in wild?
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Population
- Is our sample adequate for the claims we make about the population?
- What population are we interested in?
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Sampling
- A sample is a selection or subset of individuals from the population
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Why sample?
- Time
- Money
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Sufficiency
- Maybe we dont need that much data as we feel that the sample gives an accurate data
- Access
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How
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Random sample
- No pattern
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Systematic
- Drawn from the population at fixed intervals
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Stratified
- Specified groups appear in numbers proportional to their size in population
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Opportunity/Convenience
- People who are easily available
- Leads to bia
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Snowball
- Get current participants to recruit more for the research
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Useful if you want to recruit very specific population
- eg drug users might know other drug users
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Descriptive stats
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Central tendency
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Mean
- Average
- Less useful if there is a big outlier
- Best for continuous, symmetrical data
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Median
- Rank then find the middle value
- Best for ordinal data or interval/ratio data that is highly skewed
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Mode
- Most common
- Misleading if frequency is only just more than other values
- Best for nominal data
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For skewed data
- Positively skewed data, the mean has a higher value than the median, and the median has a higher value than the mode.
- Negatively skewed data, the mean has a lower value than the median, and the median has a lower value than the mode.
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Spread of data
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Range
- Max - Min
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Variance/Standard deviation
- Measure of mean deviation from mean
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Interquartile range
- 3rd quartile(75th qrtle)-1st quartile(25th qrtle)
- Useful when median is used as measure
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Value
- Large
- = data squashed
- Small
- = data spread out
- More stable than range as extreme values arent included
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Cumulative frequencies
- Each score and the number that attained that score and below
- eg if scores are 1-5, the we can say 7 people got 4 or less
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Percentiles
- Scores split into percentile
- A method of expressing a persons score relative to those of others
- Therefore if ur score is in 90th percentile you have done better than 90% of people
- 50th percentile=median
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Shapes of distribution
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Normal
- Ideal
- Symmetrical
- Mean/mode/median
- same
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Skewed
- Topic
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Kurtosis
- Steepness/flatness
- Steep
- Leptokurtic
- Flat
- Platykurtic
- +ve value= steep
- -ve value = flat
- 0=middling