Two most important validities for frequency claims
Population
The entire set of people or products in which you are interested.
Sample
A smaller set taken from the population.
Census
A set of observations that contains all members of the population of interest.
Biased sample
Unrepresentative sample.
Some members of the population have a much higher probability of being included in the sample.
Not every participant had equal chance to make it to the sample stage!
Representative sample
Unbiased sample.
All members of the population have an equal chance of being included in the sample (randomized).
Allow us to make inferences about the population of interest.
Determining sample bias
Convenience sampling
Sampling only those who are easy to contact and readily available to participate. Creates biased samples.
Self-selection
Sample only those who volunteer. Creates biased samples.
Probability sampling
Draw the sample at random from the population, every member has an equal chance of being in the sample, high external validity. AKA random/representative sampling.
Simple random sampling
The most basic form of probability sampling, in which the sample is chosen completely at random from the population of interest. Examples include:
Systematic sampling
A probability sampling technique in which the researcher uses a randomly chosen number N (through RNG), and counts off every Nth member of a population to achieve a sample. Example: Start with the 4th person and sample every 7th person.
Cluster sampling
Start with clusters, take a random sample of those clusters, and ALL members of those selected clusters are in your sample.
Example: Interested in college athletes in Virginia (population), start with a list of clusters (all colleges in Virginia), select a random sample of clusters (VCU, Roanoke College, William & Mary, UMW, JMU), and include all athletes from these identified colleges.
Multistage sampling
Start with clusters, take a random sample of those clusters, then RANDOMLY sample from those selected clusters to get your sample. Example: Interested in college athletes in Virginia (population), start with a list of clusters (all colleges in Virginia), select a random sample of clusters (VCU, Roanoke College, William & Mary, UMW, JMU), and then randomly select athletes from these identified colleges.
Stratified random sampling
Select particular demographic categories and randomly select people within each of these categories. Example: Interested in college athletes in Virginia (population), want to make sure to include equal male and female athletes, stratify the population based on gender, then randomly sample from each category.
Oversampling
Randomly sample more participants of a specific group/category. Researcher intentionally over-represents one or more groups to ensure they are weighted to their actual proportion in the population.
Random sampling
Draw a sample using a random method, which enhances external validity.
Random assignment
Randomly place participants at different levels of the IV through experimental manipulation, which enhances internal validity.
Purposive sampling
Seek out specific types of people/specific characteristics/traits.
Snowball sampling
Ask each participant to recommend another possible participant.
Quota sampling
Samples from the population non-randomly until you obtain a certain number of participants in identified categories.
Key to sampling
It all depends on how the sample was obtained, not how many people are in the sample!!!
Types of probability sampling (random)
Types of non-probability sampling (nonrandom)