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No, it's the opposite: the 300 tosses are identically distributed, but they are not independent. They aren't independent because they all depend on a common cau
by bonoboTP 7y ago
No, it's the opposite: the 300 tosses are identically distributed, but they are not independent. They aren't independent because they all depend on a common cause: the choice of which coin to flip.
Their property is also called "exchangeable" and it implies identical marginal distributions.
- Schiphol 7y agoRight, thanks. The averages are independent and not identically distributed, but that's irrelevant to the theorem, right?
- deleted 7y ago[deleted]