Brownian local time of the second order at the inverse local time moment

Borodin A. N. Brownian local time of the second order at the inverse local time moment. According to the Ray–Knight description the Brownian local time at the inverse local time moment with respect to the spatial variable is a diffusion process. This diffusion has a local time. Thus, we come to the definition of the local time of the initial Brownian local time. We will call such a process the Brownian local time of the second order at the inverse local time moment. The paper studies the Laplace transform of the distribution of the Brownian local time of the second order.