content_image/320321.jpg content_image/320322.jpg content_image/320318.jpg
For (23) we obtain 

<img src='content_image/320321.jpg'>

where ˜ R combines the remaining terms. Analogously to the proof of Theorem 3 √$_{n}$$_{( ˆ}$ m − m, ψψ$_{v}$ ) is represented as 

<img src='content_image/320322.jpg'>

The limit process for the first functional is expressed via a value of the func- tional for Brownian bridges, 

<img src='content_image/320318.jpg'>

This process is Gaussian with mean zero; summing over v we get a 

