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The '''conditional probability density function''' describes the probability over a random variable given the value of another random variable in the system. This is typically denoted by P(x | y), which represents the probability density of x over the random variable X when the random variable Y has a value of y. When the value of y is constant, the function P(x | y) is a [[probability density function]] over x. When the value of x is constant, the function P(x | y) is a [[likelihood function]] over y.
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[[Category:Probability theory]]
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