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  • Applications of interactive Markov models in the dynamics of social systems
    Omladič, Vesna
    In a Markov model a large population of individuals is distributed over a finite number of states. If the transition matrix is not constant and depends on the actual distribution of the individuals, ... the model is called interactive. In the paper equilibrium points of this kind of models are studied as well as stability of these points. Interactive Markov models have awide choice of applications in the studies of dynamics of social systems, e.g. consumers' buying behaviour, families' behaviour in choosing their physician, voting behaviour, geographical, social, and occupational mobility. In particular, this kind of models have recently been gaining more attention in the studies of social mobility in fast changing societies. A different approach to the study of interactive voting behaviour of small groups is also presented.
    Vir: Developments in statistics and methodology : proceedings of the International Conference on Methodology and Statistics, Bled, Slovenia, September 24-26, l992 (Str. 77-89)
    Vrsta gradiva - prispevek na konferenci
    Leto - 1993
    Jezik - angleški
    COBISS.SI-ID - 15691613

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