Loss rates for Lévy processes with two reflecting barriers
Let {Xt} be a Lévy process which is reflected at 0 and K>0. The reflected process {VtK} is constructed as VtK = V0K + Xt + Lt0 - LtK where{Lt0} and {LtK} are the local times at 0 and K, respectively. We consider the loss rate lK, defined by lK=E KL1K where E K is the expectation under the stationary measure K. The main result of the paper is the identification of lK in terms of K and the character
