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- Squared_deviations abstract "In probability theory and statistics, the definition of variance is either the expected value (when considering a theoretical distribution), or average value (for actual experimental data), of squared deviations from the mean. Computations for analysis of variance involve the partitioning of a sum of squared deviations. An understanding of the complex computations involved is greatly enhanced by a detailed study of the statistical value: It is well known that for a random variable with mean and variance Therefore From the above, the following are easily derived: If is a vector of n predictions, and is the vector of the true values, then the SSE of the predictor is:".
- Squared_deviations wikiPageID "9830367".
- Squared_deviations wikiPageRevisionID "596789724".
- Squared_deviations hasPhotoCollection Squared_deviations.
- Squared_deviations subject Category:Analysis_of_variance.
- Squared_deviations subject Category:Statistical_deviation_and_dispersion.
- Squared_deviations comment "In probability theory and statistics, the definition of variance is either the expected value (when considering a theoretical distribution), or average value (for actual experimental data), of squared deviations from the mean. Computations for analysis of variance involve the partitioning of a sum of squared deviations.".
- Squared_deviations label "Squared deviations".
- Squared_deviations sameAs m.02ptd26.
- Squared_deviations sameAs Q7582087.
- Squared_deviations sameAs Q7582087.
- Squared_deviations wasDerivedFrom Squared_deviations?oldid=596789724.
- Squared_deviations isPrimaryTopicOf Squared_deviations.