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Data
counts, measurements, responses, etc. that has been collected for statistical analysis
Note: datum is the singular of data.
Population
the collection of all elements to be studied.
Census
a collection of data from every member of the population
Sample
a subset of members selected from a population
Descriptive Statistics
a branch of statistics that involves the organization, summarization, and display of data. This is the first third of this course.
Inferential Statistics
a branch of statistics that involves using a sample to draw conclusions about a population. This is the last third of this course, which is built upon the first two thirds.
The Process of Statistics
Identify the research objective
Collect the data needed to answer questions posed in part 1
Describe the data
Perform inference
Parameter
a numerical summary of a population.
Statistic
a numerical summary of a sample.
Variables
characteristics of the members of the population
Quantitative Data
data that consists of numbers representing counts of measurements.
Qualitative Data
data that can be separated into different categories that are distinguished by some nonnumeric characteristic.
Discrete Data
data that has a finite number or countable number of possible values.
Continuous Data
data that has an infinite number of possible values, with no gaps in the possible values.
Nominal Level Data
data that are qualitative only.
Ordinal Level Data
data that can be ordered (qualitative or quantitative), but computational differences are meaningless.
Interval Level Data
data that are ordinal level, and also having meaningful computational differences, but having no significant zero value.
Ratio Level Data
data that are interval level, and also having meaningful computational differences, and having a significant zero value.
GIGO
garbage in, garbage out. If data is not valid, then the statistical analysis is not useful.
Graphical Representations
data can be misrepresented using deceptive graphical techniques.
Voluntary (Self-selected) Response Sample
sample in which the respondents decide whether to be included.
Correlation does not imply Causation
an association between two variables does not necessarily imply that one value directly determines the other value.
Observational Study
observe and gather data without attempting to modify the subjects.
Experiment
apply some treatment, then observe the effects of the treatment on the subjects.
Simple Random Sample
a sample of n subjects that is selected in a way that makes every possible sample of size n is equally likely.
Random Sample
a sample in which each individual member of a population is equally likely to be chosen.
Probability Sample
a sample in which each individual member of a population has known chance of being chosen.
Systematic Sample
a sample selected by choosing a starting point in the list of subjects and then selecting every k^th subject from that point on.
Convince Sample
a sample selected by choosing subjects that are most easily accessed.
Stratified Sample
a sample selected by dividing the population into at least two subgroups and then randomly choosing subjects from each subgroup.
Cluster Sample
a sample selected by dividing the population into at least two subgroups, randomly selecting subgroups, and then choosing all subjects from the selected subgroups.
Cross-sectional Study
a study in which all data is observed, measured, and collected at the same time.
Retrospective Study
a study in which all data is observed, measured, and collected from previous time periods.
Prospective (Longitudinal) Study
a study in which all data is observed, measured, and collected over many time periods from groups (cohorts) sharing common factors.
Randomization
the assignment of subject to different experimental groups using random selection.
Replication
the repetition of an experiment on multiple subjects.
Blinding
the technique of hiding the information related to treatment from the subject.
Confounding
the inability to distinguish among effects of various factors in an experiment.
Controlling Effects of Variables
planning experiments that minimize the possibility of confounding.
Statistics
the science of planning studies and experiments, obtaining data, and then organizing, summarizing, presenting, analyzing, interpreting, and drawing conclusions based on the data.