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Discrete Distribution

A Discrete Distribution, also known as a Discrete Probability Distribution, refers to a probability distribution in statistics and probability theory where the random variable can take on a finite or countably infinite number of specific values. Common examples of discrete distributions include the binomial distribution, Poisson distribution, and geometric distribution. In a discrete distribution, each possible value has an associated probability, and the sum of these probabilities is equal to 1. Discrete distributions are widely used in finance, insurance, engineering, and other fields to describe and analyze the probabilities of discrete events. For instance, the number of times a stock price changes, the number of insurance claims, and similar discrete occurrences can be modeled and analyzed using discrete distributions.