TY  - JOUR
ID  - zu213382
UR  - http://eprints.zu.edu.ua/13382/
IS  - 4
A1  - Pogoru?, ?. ?.
A1  - Rodríguez-Dagn?no, Ramón ?.
Y1  - 2005///
N2  - In this paper we study a one-dimensional random motion by having a general Erlang
distribution for the sojourn times and we obtain higher order hyperbolic equations for this case. We
apply the methodology of random evolutions to ¯nd the partial di®erential equations governing the
particle motion and we obtain a factorization of these equations. As a particular case we ¯nd the linear
biwave equation for the symmetric motion case and 2-Erlang distributions for the sojourn times of a
semi-Markov evolution.
PB  - ROSE
JF  - Random Oper. and Stoch. Equ.
VL  - 13
TI  - One-dimensional semi-Markov evolutions with
general Erlang sojourn times
SP  - 399
AV  - public
EP  - 405
ER  -