Simple Computer Model of Biological Aging
D. Makowiec* , D. Stauffer, M.Zieliński
* fizdm@univ.gda.pl
The mortality not only for humans increases roughly exponentially with
age (Gompertz law) if childhood diseases are overcome. This increase was
found nicely in the Penna model of biological aging [1,2]. Recently
Stauffer suggested a simpler alternative with less free parameters
[3,4]. However the Gompertz law is satisfied less accurately by this
model. Hence some modifications are investigated [5,6]. Our proposition
considers privileges conditions for reproduction. If the late
reproduction is privileged then the Gompertz law can be retrieved [6].
[1] T. J. P. Penna, J. Stat. Phys 78, 1629 (1995)
[2] S. Moss de Oliveira, P. M.C de Oliveira and D. Stauffer, ?Evolution,
Money, War, and Computers, Teubner, Stuttgart and Leipzig 1999.
[3] D. Stauffer ?Biological evolution and statistical physics? (Dresden,
May 2000) edited by M. Lassing and A. Valleriani, Springer, Heidelberg
and Berlin 2002.
[4] D. Stauffer and J. P. Radomski ? Social effects in simple computer
model of aging? , cond-mat/0108467
[5] A. O. Sousa, S. Moss de Oliveira and D .Stauffer ? Application and
sexual version of simple model of biological aging?, cond-mat/0108493
[6] D. Makowiec, D. Stauffer and M. Zielinski ?Gompertz law in simple
computer model of aging of biological population? IJMP C 12 (2001)