.

Can the term be derived by direct computation? or there is some relation I need to use?

The of Vandermonde determinant and the process is derived in Exercise 6 and Theorem 6.

Will Using it to discuss the gap between the eigenvalues lead to circular argument(because it is a part of proof of Theorem 6)?

In the last part Theorem 6, has O() third moment, but the constant of the big order should be O(). Upon doing the conditioning I think one should check has finite third moment, but how can I do that?

thanks

]]>cheers, -R

*[Corrected, thanks – T.]*

Thank you for the wonderful post (your posts are always a joy to read and learn from).

Shouldn’t Prop. 2 end with “…same distribution at X_t” instead of \mu?

Best, – Ramis

*[Corrected, thanks – T.]*