Linked from

The 20 pages that link to Sample space, each with the reason it gives.

• Random variableRelated: Each outcome in this set is mapped to a value by the random variable.

• Binomial distributionRelated: Its trial-by-trial outcomes determine which success patterns are counted.

• Probability measureRelated: It contains the outcomes on which the measure's event probabilities are defined.

• Cartesian productRelated: Independent stages of an experiment can have outcomes represented by a product.

• Conditional probabilityRelated: Conditioning can be pictured as narrowing attention to outcomes compatible with the condition.

• Probability spaceRelated: It supplies the outcomes that the probability space organizes.

• Probability mass functionRelated: A random variable maps sample-space outcomes to the values whose probabilities are tabulated.

• Bernoulli trialRelated: A Bernoulli trial has a sample space containing exactly two outcomes.

• Birthday ProblemRelated: Birthday assignments define the outcomes whose probabilities are counted.

• Rule of productRelated: The rule counts sample spaces built from several choices, such as successive die rolls.

• Partition of a setRelated: A partition of outcomes defines events that divide the sample space.

• Monty Hall problemRelated: Listing prize locations and contestant choices makes the two-thirds strategy visible.

• Probability axiomsRelated: The unit-probability axiom assigns probability one to this set.