Conditional event algebra is a mathematical framework used to deal with events in probability theory, especially in scenarios where events are dependent on conditions or additional information. It focuses on how the probability of an event changes when we know that another event has occurred. Key concepts in conditional event algebra include: 1. **Conditional Probability**: This is the probability of an event \( A \) given that another event \( B \) has occurred, denoted as \( P(A | B) \).
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