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Chapter 8: Continuous Random Variables: Joint Distributions
pp. 153-169- Add bookmark
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Summary
In the previous chapter, we studied individual continuous random variables. We now move on to discussing multiple random variables, which may or may not be independent of each other. Just as in Chapter 3 we used a joint probability mass function (p.m.f.), we now introduce the continuous counterpart, the joint probability density function (joint p.d.f.). We will use the joint p.d.f. to answer questions about the expected value of one random variable, given some information about the other random variable.
About the book
- Chapter DOI https://doi.org/10.1017/9781009309097.012
- Book DOI https://doi.org/10.1017/9781009309097
- Subjects Algorithms, Complexity, and Theory of Computing,Applied Probability and Stochastic Networks,Computer Science,Statistics and Probability
- Format: Hardback
- Publication date: 28 September 2023
- ISBN: 9781009309073
- Format: Digital
- Publication date: 12 September 2023
- ISBN: 9781009309097
- Find out more details about this book
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