![[Back]](/images/prevpage.gif)
![[Index]](/images/index.gif)
![[Help]](/images/help.gif)
![[MSI]](/images/msi.gif)
![[ANU Online]](/images/online.gif)
Research Report SRR02-004
Two types of infectives among homogeneous IVDU susceptibles
J.Gani
Abstract:
This paper extends some classical random allocation models for
intravenous drug users (IVDUs) to the case where the infectives may
be of different types while the susceptibles are homogeneous. A
general recursive equation for the probability generating function
of the process is derived when there are only two infective types,
and the first few pgfs obtained explicitly. Recursive equations for
the expectations of new infectives of the two types are found, and a
procedure for deriving these explicitly outlined. A simple example
is provided, illustrating the difference between this case and that
where both susceptibles and infectives are homogeneous.
Primary
AMS Classification: 60G30
Date: 17 June
2002
This service is maintained by the
Mathematical Sciences Institute (MSI)
Comments to
webmaster@maths.anu.edu.au
URL: http://wwwmaths.anu.edu.au/