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The mean deviation or the mean absolute deviation is the measure of dispersion derived by computing the mean of the distances between each value and the mean. Though very easily comprehendible, mean deviation has both its pro's and con's because it actually can be calculated from any average.
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- Binomial Distribution
- Chi-Square Distribution
- Stats Data
- Degrees Of Freedom (Statistics)
- Descriptive Statistics
- Errors And Residuals In Statistics
- Experimental Design
- Frequency Distribution Table
- Inferential Statistics
- Monte Carlo Method
- Normal Distribution
- Probability Distribution
- Random Variable
- Regression Toward The Mean
- Sampling Bias
- Sampling Distribution
- Statistical Survey
- Time-Series Analysis
- Discrete And Continuous Probability
- Poisson Distribution
- Geometric Distribution
- Confidence Intervals
- Hypothesis Testing
- Central Limit Theorem
- Bar, Pie, Histogram
- Standard Deviation
- Mean Deviation
- Nonparametric Methods
- Sampling Techniques
- Anovas (1-Way, N-Way, Kruskal-Wallis...)
- Goodness Of Fit & Independence Tests.
- Simple Regression
- Multiple Regressions...
- Cumulative Probability Distributions
- Uniform Probability Distribution