In Example 10.4.7, two modifications were made to the Wald interval. (a) At y = 0 the
Question:
(a) At y = 0 the upper interval endpoint was changed to 1 - (α/2)1/n, and at y = n the lower interval endpoint was changed to (α/2)1/n. Justify the choice of these endpoints.
(b) The second modification was to truncate all intervals to be within [0, 1], Show that this change, together with the one in part (a), results in an improvement over the original Wald interval.
Fantastic news! We've Found the answer you've been seeking!
Step by Step Answer:
Related Book For
Question Posted: