Now showing items 1-2 of 2

    • Minimal Fine Derivatives and Brownian Excursions 

      Burdzy, Krzysztof (Nagoya University, 1990-09)
      Let f be an analytic function defined on D [is a subset of] [complex numbers] C. If [the derivative of the function f at the point x] has a limit when [the set] x [into the set] z [is an element of the set partial derivative] ...
    • On Brownian Excursions in Lipschitz Domains. Part II: Local Asymptotic Distributions 

      Burdzy, Krzysztof; Toby, Ellen H.; Williams, Ruth J. (Birkhäuser Boston, Inc., 1989)
      In this paper, we continue the study initiated in Burdzy and Williams (1986) of the local properties of Brownian excursions in Lipschitz domains. The focus in part I was on local path properties of such excursions. In ...