Title :
Optimal policy for a class of compartmental models
Author :
Thanda, Aye ; Tin, Pyke ; Ochimizu, Koichiro
Author_Institution :
Univ. of Comput. Studies, Yangon, Myanmar
Abstract :
In this paper we have considered some biological cells system as compartmental models, which are to be investigated by using methods of network of queue. Queuing networks have been successfully used on performance modeling of computer and communication systems. In addition, we consider the problem of controlling the transition of cells from a compartment to another compartment depending upon the number of cells at the time of transition. By using Waldian methods in sequential analysis, we have obtained an optimal policy in controlling cell transitions under various types of treatments. Some numerical results are presented for the care of geometric type transition probabilities.
Keywords :
biology computing; cellular biophysics; queueing theory; stochastic processes; Waldian method; biological cells system; optimal policy; queuing networks; sequential analysis; stochastic compartmental models; Biological cells; Biological system modeling; Biological systems; Biology computing; Cancer; Communication system control; Computer networks; Immune system; Mathematical model; Stochastic systems; and optimal policy; biological cells system; network of queue; stochastic compartmental models;
Conference_Titel :
Information Technology and Applications, 2005. ICITA 2005. Third International Conference on
Print_ISBN :
0-7695-2316-1
DOI :
10.1109/ICITA.2005.200