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KembaraXtra-Computer Terms – Bernoulli process:
A Bernoulli process is a mathematical concept used in probability and statistics to describe repeated experiments in which only two outcomes are possible. These outcomes are typically represented as success or failure, though they may represent any pair of opposing results. Each experiment within the process is called a Bernoulli trial.
The defining feature of a Bernoulli process is that each trial is independent of the others and has the same probability of success. Because of this consistency, Bernoulli processes are widely used in statistical modeling and probability analysis, especially when studying events that can be repeated under identical conditions.
A Bernoulli process is a mathematical concept used in probability and statistics to describe repeated experiments in which only two outcomes are possible. These outcomes are typically represented as success or failure, though they may represent any pair of opposing results. Each experiment within the process is called a Bernoulli trial.
The defining feature of a Bernoulli process is that each trial is independent of the others and has the same probability of success. Because of this consistency, Bernoulli processes are widely used in statistical modeling and probability analysis, especially when studying events that can be repeated under identical conditions.
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