@article{zu213299,
          volume = {1},
          number = {1},
           month = {???????},
          author = {A. A. Pogorui and Ram{\'o}n ?. Rodr{\'i}guez-Dagn?no},
           title = {Stationary Distribution of Random Motion with Delay in
Reflecting Boundaries},
         journal = {Applied Mathematics},
           pages = {24--29},
            year = {2010},
             url = {http://eprints.zu.edu.ua/13299/},
        abstract = {In this paper we study a continuous time random walk in the line with two boundaries [a,b], a {\ensuremath{<}} b. The particle
can move in any of two directions with different velocities v1 and v2. We consider a special type of
boundary which can trap the particle for a random time. We found closed-form expressions for the stationary
distribution of the position of the particle not only for the alternating Markov process but also for a broad
class of semi-Markov processes.}
}