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    A Stochastic Model for Planning a Compartmental Education System and Supply of Manpowe

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    Date
    2012
    Author
    Masiga, Lydia
    Type
    Presentation
    Language
    en
    Metadata
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    Abstract
    This paper describes a Markov Chain transition model that encompasses the different com- partments of an education system. The model clearly shows transition rates within compartments and also between compartments, thus planners in the country will understand better the flow of students from primary school to university level. Also, the theory of Absorbing Markov Chains, specifically the Chapman-Kolmogorov result, assists in predicting future enrolments. Hence, the model will facilitate more effective planning in the country’s education system and in the supply of manpower
    URI
    http://eaump.org/Proceedings2012.pdf#page=11
    http://hdl.handle.net/11295/65589
    Citation
    Masiga Lydia (2012).A Stochastic Model for Planning a Compartmental Education System and Supply of Manpower in: Eastern Africa Universities Mathematics program (EAUMP - Network Origin, Operation, Achievements the Future and Challenges p 158
    Publisher
    University of Nairobi
    Collections
    • Faculty of Science & Technology (FST) [853]

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