Please use this identifier to cite or link to this item: https://www.um.edu.mt/library/oar/handle/123456789/109620
Title: Non-homogeneous Markov models for healthcare systems modelling
Other Titles: Monotone smoothing : application of a compound Poisson-Gamma process to modelling radiocarbon-dated depth chronologies
Authors: McClean, S.
Garg, Lalit
Meenan, B.
Millard, P.
Keywords: Medical care
Markov processes
Patients
Medical protocols
Issue Date: 2007
Publisher: Blackwell's
Citation: McClean, S., Garg, L., Meenan, B., & Millard, P. (2007). Non-homogeneous Markov models for healthcare systems modelling. In J. Haslett and A. Parnell (Eds.), Monotone smoothing: application of a compound Poisson-Gamma process to modelling radiocarbon-dated depth chronologies (pp. 66-67). Oxford: Blackwell's.
Abstract: In previous work, Markov chain models have been used for healthcare systems, where the states in hospital are described as phases, such as acute, rehabilitation, or long-stay and likewise social care in the community may be described using phases such as dependent, convalescent, or nursing home. This allows us to adopt a unified approach to health and community care, rather than focusing on the improvement of part of the system to the possible detriment of other components. Here, this approach has been extended to show how the non-homogeneous Markov framework can be used to obtain various metrics of interest and extract patient pathways.
URI: https://www.um.edu.mt/library/oar/handle/123456789/109620
Appears in Collections:Scholarly Works - FacICTCIS

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