Specialeforsvar ved Daniel Kjær

Titel: An Almost Everywhere Limit Theorem for Gaussian Processes in the Plane 

Abstract:
The classical strong (i.e. almost everywhere) limit theorem of [1] G. Baxter relies on the fact that the time parameter of a Gaussian process is one-dimensional. In the present note, we demonstrate an analogue of the Baxter limit theorem for a large class of Gaussian processes in the plane, which include two-parameter Brownian motions as a particular case. 

Vejleder: Rolf Poulsen

Censor:   Alexander Sokol