Evaluating the Role of Random Error Flashcards
If the observed result is false, what could be the 3 alternate explanations?
- Bias
- Confounding
- Random Error
Random Error
- aka chance
- arises from:
- measurement errors
- sampling variability
What are some ways to reduce random error?
- increase sample size
- repeat a measurement or entire study
- use an efficient study design
Hypothesis Testing
- determines if random error/chance causes association
- P value
Null Hypothesis
- no association b/w exposure and outcome
- RR=1, OR=1, RD=0
Alternate Hypothesis
- is an association b/w exposure and outcome
- RR≠1, OR≠1, RD≠0
Define P Value:
- given that H0 is true, the p-value=probability of observed and extreme results by chance only
- Range: 0-1
If p ≤ .05…
- significant
- reject H0, Accept HA
If p>0.05
- not significant
- do no reject H0
Problems with use of P-value in research
- Does not:
- imply medical, biological, or public health significance
- rule out bias or confounding explanations
- mean H0 is true
- P≤0.05 is arbitrary→ judgement errors
What does the confidence interval tell you
- range of hypotheses that are comparable to the data
What does a wide confidence interval indicate?
- smaller population size
- large amount of random error
what does a narrow confidence interval indicate?
- large sample size
- small amount of random error
If null hypothesis is within confidence interval range, the what would the p-value be?
- P-value> 0.05
- not significant
- H0 not rejected
Confounding
- mixing of effect b/w exposure, outcome, and confounder (3rd variable)
- exaggerates or minimizes true association
Criteria to be a confounder?
- Must be associated with:
- exposure
- outcome
- independent of exposure
- not intermediate step in cause pathway b/w exposure and disease
What are the effects of confounding?
- account for all or part of association
- cause overestimate or underestimate of association
What variables can be potential confounders?
- risk factors for disease
What are the different ways to control for confounding?
- Design Stage:
- Randomization (RCT)
- Restriction
- Matching
- Analysis Stage:
- Stratification
- Multivariat analysis
Randomization
- with sufficient sample size
- control for known and unknown confounders
- not guaranteed
Restriction
- restrict admission criteria for study
- limits individuals in specific category of confounder
- ex: Race limited by age or height
What is the goal for controlling confounding in design phase
- eliminate or reduce variation in confounding factor b/w compared groups
Restriction: Advantages and disadvantages
- advantages
- straight forward
- convenient
- inexpensive
- disadvantages
- limits generalization
Matching
- select subject so potential confounders are distributed in identical manner among:
- exposed and unexposed
- cohort study
- case and controls
- case control study
- exposed and unexposed
Stratification
- evaluate association within homogenous categories (strata) of confounding variable