Biostats Intro Flashcards
Statistical Inference
Don’t actually study pops, study samples and make inferences about pops
Sampling/Random Error
Extent to which sample does not precisely represent the population
Standard Error (what it is and eq)
Standard dev of the sample, a general measure of imprecision. SE = SD/sqrt(N)
2 Components that Affect Size of P-Value
Sample size and effect size
SD scores and percentages
68% b/w 1 SD, 95% b/w 2, 99% b/w 3
Z Score (& 3 critical values, & eq)
Standardized way of saying how many SD a datum is from mean
z = 1.96 has exactly 95% of curve below it (p = 0.05)
2.58 has 99% below
3.29 has 99.9% below
z (or actually t, but kinda interchangeable) = M/SE
Type 1 vs. 2 Error and most common reasons
Rejected null when true, bad study methods
Accepted null when false, more common and small sample size usually
Power Analysis
Specify amounts of Type 1 and 2 error we’re willing to take, as well as size of effect to detect and variance we expect, to tell us the sample size we need to accomplish the above
CI Definition
Range within which the true population effect lies assuming a certain degree of assurance. CI containing the null value suggests no statistically significant difference b/w the 2 (so even if RR = 1.5, if CI includes 1.0 it isn’t statistically significant)
CI Equation
CI = M +/- CV*SE (CV is the z score critical value, so like 1.96 for 95% CI)