Prove that if (X) is (d)-dimensional standard normal, then [ lim _{|x|_{d} ightarrow infty} frac{E|x-X|_{d}}{|x|_{d}} ightarrow 1
Question:
Prove that if \(X\) is \(d\)-dimensional standard normal, then
\[
\lim _{|x|_{d} ightarrow \infty} \frac{E|x-X|_{d}}{|x|_{d}} ightarrow 1
\]
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To prove the given statement we need to show that limxd ightarrow infty fracExXdxd 1 Given that X is ...View the full answer
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Related Book For
Cases And Materials On Employment Law
ISBN: 9780199580712
8th Edition
Authors: Richard Painter, Ann Holmes
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