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## 2.6.1 Probability Function:

P(A) is the probability function defined on a σ – field B of events if the following properties hold:

1. For each A Є B, P(A) is defined, is real and P(A) ≥0
2. P(S) =1
3. If {An} is any finite or infinite sequence of disjoint events in B, then The above three axioms are termed as the axiom of positiveness, certainty and union.

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