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Which of the following is NOT a characteristic of Logistic Regression?

Used for binary classification

Can handle multiple categories of output

Yields probabilities of outcomes

Only applicable to large data sets

Logistic regression is a popular statistical method primarily used for binary classification problems. It models the relationship between a dependent binary variable and one or more independent variables by estimating the probabilities of the different outcomes. As such, it is indeed characterized by its ability to yield probabilities of outcomes, which is fundamental to its functionality and application in many areas such as medical diagnosis, credit scoring, and more. The method can also be extended to handle multiple categories of output, typically referred to as multinomial logistic regression when there are more than two classes. This versatility makes logistic regression applicable in various scenarios, not limited to just binary outcomes. The aspect of logistic regression being applicable to large data sets is a common misconception. Logistic regression can be used effectively even with smaller data sets. In fact, the model does not inherently require large amounts of data to function or yield meaningful results; it depends more on the number of predictors and the nature of the data rather than solely on its size. Thus, identifying that logistic regression's applicability is not restricted by the size of the data set makes that characteristic an incorrect one, confirming that it is the right response to this question.

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