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Communications in Statistics - Simulation and Computation Volume 40, 2010 - Issue 1
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Original Articles

Generalized RCINAR(p) Process with Signed Thinning Operator

Dehui Wang Institute of Mathematics, Jilin University, Changchun, ChinaCorrespondence[email protected]
&
Haixiang Zhang Institute of Mathematics, Jilin University, Changchun, China
Pages 13-44 | Received 03 May 2010, Accepted 21 Sep 2010, Published online: 19 Nov 2010

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Han Li, Xiaoman Chen & Xiaogang Dong. (2024) Self-exciting threshold -valued autoregressive processes for non-stationary time series of counts. Statistics 58:2, pages 316-335.
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Jie Liu & Haixiang Zhang. (2022) First-order random coefficient INAR process with dependent counting series. Communications in Statistics - Simulation and Computation 51:6, pages 3341-3354.
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Matheus B. Guerrero, Wagner Barreto-Souza & Hernando Ombao. (2022) Integer-valued autoregressive processes with prespecified marginal and innovation distributions: a novel perspective. Stochastic Models 38:1, pages 70-90.
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Jie Zhang, Dehui Wang & Kai Yang. (2020) A study of RCINAR(1) process with generalized negative binomial marginals. Communications in Statistics - Simulation and Computation 49:6, pages 1487-1510.
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Miodrag S. Djordjević. (2017) An extension on INAR models with discrete Laplace marginal distributions. Communications in Statistics - Theory and Methods 46:12, pages 5896-5913.
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Haixiang Zhang & Dehui Wang. (2015) Inference for Random Coefficient INAR(1) Process Based on Frequency Domain Analysis. Communications in Statistics - Simulation and Computation 44:4, pages 1078-1100.
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Articles from other publishers (9)

Mohammed H. El-Menshawy, Abd El-Moneim A. M. Teamah, Mohamed S. Eliwa, Laila A. Al-Essa, Mahmoud El-Morshedy & Rashad M. EL-Sagheer. (2023) A New Statistical Technique to Enhance MCGINAR(1) Process Estimates under Symmetric and Asymmetric Data: Fuzzy Time Series Markov Chain and Its Characteristics. Symmetry 15:8, pages 1577.
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Dimitris KarlisNaushad Mamode Khan. (2023) Models for Integer Data. Annual Review of Statistics and Its Application 10:1, pages 297-323.
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Jie Zhang, Dehui Wang, Kai Yang & Xiaogang Dong. (2021) First-Order Random Coefficient Multinomial Autoregressive Model for Finite-Range Time Series of Counts. Symmetry 13:12, pages 2271.
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Aleksandar S. Nastić, Miroslav M. Ristić & Miodrag S. Djordjević. (2016) An INAR model with discrete Laplace marginal distributions. Brazilian Journal of Probability and Statistics 30:1.
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Cong Li, Dehui Wang & Haixiang Zhang. (2015) First-order mixed integer-valued autoregressive processes with zero-inflated generalized power series innovations. Journal of the Korean Statistical Society 44:2, pages 232-246.
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Jonas Andersson & Dimitris Karlis. (2014) A parametric time series model with covariates for integers in Z. Statistical Modelling 14:2, pages 135-156.
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Zhen Xing Li. (2013) Impulse Noise Suppression Method by Median Filtering with Parity Extraction. Advanced Materials Research 846-847, pages 991-994.
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Miroslav M. Ristić, Aleksandar S. Nastić & Ana V. Miletić Ilić. (2013) A geometric time series model with dependent Bernoulli counting series. Journal of Time Series Analysis 34:4, pages 466-476.
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Alexander Roitershtein & Zheng Zhong. (2013) On random coefficient INAR(1) processes. Science China Mathematics 56:1, pages 177-200.
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