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Discrete minification processes and reversibility
Journal of Applied Probability, 1992Discrete minification processes are introduced and it is proved that the discrete first-order autoregression of McKenzie (1986) and the discrete minification process are mutually time-reversible if and only if they have common marginal geometric distribution, corresponding to a result for continuous processes given by Chernick et al. (1988). It is also
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2013
supported in part with funds provided by the Office of Naval ...
Lewis, Peter A. W., McKenzie, Edward
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supported in part with funds provided by the Office of Naval ...
Lewis, Peter A. W., McKenzie, Edward
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Calcutta Statistical Association Bulletin, 1995
A pth order integer valued autoregressive process having minification structure is introduced and its solution, in the stationary case, is obtatned. This result gives rise to a characterization of the well known discrete Pareto type III (ZipfIII) distribution.
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A pth order integer valued autoregressive process having minification structure is introduced and its solution, in the stationary case, is obtatned. This result gives rise to a characterization of the well known discrete Pareto type III (ZipfIII) distribution.
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Multivariate Pareto Minification Processes
Journal of the Nigerian Association of Mathematical Physics, 2013Autoregressive (AR) and autoregressive moving average (ARMA) processes with multivariate exponential (ME) distribution are presented and discussed. The theory of positive dependence is used to show that in many cases, multivariate exponential autoregressive (MEAR) and multivariate autoregressive moving average (MEARMA) models consist of associated ...
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Multivariate Marshall and Olkin Exponential Minification Process
Journal of the Nigerian Association of Mathematical Physics, 2013Click on the link to view the abstract.Journal of the Nigerian Association of Mathematical Physics, Volume 20 (March, 2012), pp 385 ...
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Marshall-Olkin multivariate semi-logistic distribution and minification processes
Journal of the Nigerian Association of Mathematical Physics, 2012Marshall-Olkin Multivariate semi-logistic distribution (MO-MSL) and Marshall-Olkin multivariate logistic distribution (MO-ML) are introduced and studied. Various characterizations properties of Marshall-Olkin multivariate semi-logistic distribution are investigated and studied.
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A geometric minification integer-valued autoregressive model
Applied Mathematical Modelling, 2021Miroslav M Ristic
exaly

