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@ -2628,7 +2628,15 @@
measure L(A) and has nothing to do with its position and measure L(A) and has nothing to do with its position and
shape. shape.
- The **Frequency** Interpretation of Probability - The **Frequency** Interpretation of Probability
- - Let E be an random experiment, A be an random event.
Suppose that E was repeated n times under similar conditions.
Let fn (A) be the times that A occurs. The ration
$$Fn (A) =
fn (A) /
n$$
is said to be the frequency of event A in the n trials. If n is
large enough, the probability of event A will be approximated
by Fn (A).
- Problems of Each Interpretation of Probability - Problems of Each Interpretation of Probability
- Similarity of the Above Interpretations of probability - Similarity of the Above Interpretations of probability
- Summary - Summary