Lecture #17- Chance 1 Flashcards
What is external validity? How does one do that?
The extent to which the findings of the study can be applied to a broader pop - also known as GENERALISABILITY
Judgement call depending on what is bring studied and who it is being applied to (no easy metric about who the studies can be applied to)
What is internal validity? What are three elements when it comes to assessing the internal validity?
“Are our study findings _____ and don’t accurately reflect ‘___ _____’”?
“Are there other………?”
The extent to which the findings of the study are free of chance, bias and confounding (alternative explanation of the findings)
wrong…..the truth
explanations for the study findings, apart from them bring right?
Why does chance arise?
Because we sample
Sampling
- We want our study to say something about what?
- We take a ____ of the whole population
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Estimating population parameters
- There is a _____ ____ out there, it’s called the ______. Will we ever know what it is? It’s the measure in the population and what we measure is of the sample so we are _____ the parameter. Thus the two are called: ____ and e______
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Fundamental concepts:
- Parameter = (definition)
- Estimate = (definiton) and sometimes called what?
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Study samples _____ so we will get variation in e_____ too. Explain the basic fundamental concept of this.
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Sampling error
- If you repeatedly sample randomly from the same pop, most of the time you’d get……….
- But some of the samples would be………
- This is sampling error and is a form of what kind of error?
- Commonly just called?
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What can be done about sampling error?
- Increase……..
- Reduces sample ______ (standard deviations etc)
- Increases…….
- Increases…….
But not too huge of a sample because….
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Can you eliminate sampling error? Why?
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Fundamental concept #2
- What we mean by chance and sampling error is that……
- Can’t eliminate sampling error but can……..
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Three definitions of CI - what are they? Technical, less precise and then our intuitive one. Can the CI ever be 100%
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Interpretation of the CI:
- Why do we not include the actual parameter in the answer?
- What is the interpretation?
Just don’t need to state it
Can the CI be applied to any numerical value?
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If they give you an RR and a CI (that doesn’t cross 1), what three statements do you need to make?
- Interpret RR
- CI interpretation
- P value