descriptive statistics
(statistics) Presentation of data in the form of tables and charts or summarization by means of percentiles and standard deviations.
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(statistics) Presentation of data in the form of tables and charts or summarization by means of percentiles and standard deviations.
Quantifying or summarizing data without implying or inferring anything beyond the sample. See also Inferential Statistics.
Statistics used to describe only the observed group or sample from which they were derived; summary statistics such as percent, averages, and measures of variability that are computed on a particular group of individuals.
As opposed to inferential statistics, which predict the state of a population from a sample, descriptive statistics, as the name suggests, draw on complete surveys of the dataset to summarize a state which exists at the present (or existed in the past), using
Thus, a shopping centre survey which included every user of that centre, rather than a sample, would draw on descriptive statistics.
Statistics that summarize the characteristics of a particular sample such as the attitude of a group towards aggression. Compare inferential statistics.
Descriptive statistics are used to describe the basic features of the data in a study. They provide simple summaries about the sample and the measures. Together with simple graphics analysis, they form the basis of virtually every quantitative analysis of data. Various techniques that are commonly used are classified as:
In general, statistical data can be described as a list of subjects or units and the data associated with each of them. Although most research uses many data types for each unit, we will limit ourselves to just one data item each for this simple introduction.
We have two objectives for our summary:
When we are summarizing a quantity like length or weight or age, it is common to answer the first question with the arithmetic mean, the median, or the mode. Sometimes, we choose specific values from the cumulative distribution function called quantiles.
The most common measures of variability for quantitative data are the variance; its square root, the standard deviation; the range; interquartile range; and the average absolute deviation (average deviation).
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