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The Journal of Mathematical Sociology Volume 8, 1981 - Issue 1
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Original Articles

A structural model of the higher‐order Markov process incorporating reversion effects

John Allen Logan Columbia University
Pages 75-89 | Published online: 26 Aug 2010

Citations (15)

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W.K. Li & Michael C.O. Kwok. (1990) Some Results on the Estimation of a Higher Order Markov Chain. Communications in Statistics - Simulation and Computation 19:1, pages 363-380.
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Articles from other publishers (14)

Luca Sartore, Claire Boryan, Andrew Dau & Patrick Willis. (2023) An Assessment of Crop-Specific Land Cover Predictions Using High-Order Markov Chains and Deep Neural Networks. Journal of Data Science, pages 333-353.
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Michael Schultz. (2022) Recurrent Multinomial Models for Categorical Sequences. Sociological Methods & Research, pages 004912412110675.
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Ziyi Liu, Yingting Luo & Yunmin Zhu. (2020) State Estimation for Linear Dynamic System With Multiple-Step Random Delays Using High-Order Markov Chain. IEEE Access 8, pages 76218-76227.
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Wai-Ki Ching, Ximin Huang, Michael K. Ng & Tak-Kuen SiuWai-Ki Ching, Ximin Huang, Michael K. Ng & Tak-Kuen Siu. 2013. Markov Chains. Markov Chains 141 176 .
Anita Prinzie & Dirk Van den Poel. (2006) Investigating purchasing-sequence patterns for financial services using Markov, MTD and MTDg models. European Journal of Operational Research 170:3, pages 710-734.
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Rafiqul Islam Chowdhury, M. Ataharul Islam, Makhdoom Ali Shah & Naser Al-Enezi. (2005) A computer program to estimate the parameters of covariate dependent higher order Markov model. Computer Methods and Programs in Biomedicine 77:2, pages 175-181.
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Waiki Ching, Michael K. Ng & Shuqin Zhang. 2005. Current Trends in High Performance Computing and Its Applications. Current Trends in High Performance Computing and Its Applications 15 24 .
Wai Ki Ching, Eric S. Fung & Michael K. Ng. (2004) Higher‐order Markov chain models for categorical data sequences*. Naval Research Logistics (NRL) 51:4, pages 557-574.
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André Berchtold & Adrian Raftery. (2002) The Mixture Transition Distribution Model for High-Order Markov Chains and Non-Gaussian Time Series. Statistical Science 17:3.
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André Berchtold. 1995. Statistical Modelling. Statistical Modelling 19 26 .
ROLF LANGEHEINE & FRANK VAN DE POL. (2016) A Unifying Framework for Markov Modeling in Discrete Space and Discrete Time. Sociological Methods & Research 18:4, pages 416-441.
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Rolf Langeheine. (2016) Manifest and Latent Markov Chain Models for Categorical Panel Data. Journal of Educational Statistics 13:4, pages 299-312.
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FRANK VAN DE POL & JAN DE LEEUW. (2016) A Latent Markov Model to Correct for Measurement Error. Sociological Methods & Research 15:1-2, pages 118-141.
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Adrian E. Raftery. (1985) A Model for High-Order Markov Chains. Journal of the Royal Statistical Society: Series B (Methodological) 47:3, pages 528-539.
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