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unconditional
or prior probabilities – probabilities
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without
prior information (i.e. before evidence).
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P(A)
is the probability of A in the absence of other
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information.
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Suppose
we have a discrete random variable
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Weather
that can take on 4 values: Sunny, Rainy,
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Cloudy,
or Snowy.
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How
to form prior probabilities?
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