7. Estimation and Inference Flashcards
Central limit theorem
The central limit theorem says that the sampling distribution of the mean will always be normally distributed, as long as the sample size is large enough.
Cluster sampling
A procedure that divides a population into subpopulation groups (clusters) representative of the population and then randomly draws certain clusters to form a sample.
Convenience sampling
A procedure of selecting an element from a population on the basis of whether or not it is accessible to a researcher or how easy it is for a researcher to access the element.
Indexing
An investment strategy in which an investor constructs a portfolio to mirror the performance of a specified index.
Jackknife
A resampling method that repeatedly draws samples by taking the original observed data sample and leaving out one observation at a time (without replacement) from the set.
Judgmental sampling
A procedure of selectively handpicking elements from the population based on a researcher’s knowledge and professional judgment.
Non-probability sampling
A sampling plan dependent on factors other than probability considerations, such as a sampler’s judgment or the convenience to access data.
Parameter
A descriptive measure computed from or used to describe a population of data, conventionally represented by Greek letters.
Probability sampling
A sampling plan that allows every member of the population to have an equal chance of being selected.
Sampling distribution
The distribution of all distinct possible values that a statistic can assume when computed from samples of the same size randomly drawn from the same population.
Sampling error
The difference between the observed value of a statistic and the estimate resulting from using subsets of the population.
Sampling plan
The set of rules used to select a sample.
Simple random sample
A subset of a larger population created in such a way that each element of the population has an equal probability of being selected to the subset.
Stratified random sampling
A procedure that first divides a population into subpopulations (strata) based on classification criteria and then randomly draws samples from each stratum in sizes proportional to that of each stratum in the population.