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  • Search: subject:"bivariate Negative Binomial"
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Subject
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Bivariate negative-binomial distribution 2 Count time series 2 Diagnostic tests 2 Iterated thinning 2 NB-IINAR(1) model 2 Stein identity 2 Poisson-Verteilung 1 Versicherungsbetriebslehre 1 Versicherungsmathematik 1 bivariate Negative Binomial 1 bivariate distributions 1 compound distributions 1 insurance management 1
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Online availability
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Free 3
Type of publication
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Article 3
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Article 2
Language
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English 3
Author
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Aleksandrov, Boris 2 Faymonville, Maxime 2 Jentsch, Carsten 2 Nik, Simon 2 Weiß, Christian H. 2 Vernic, Raluca 1
Institution
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Universitatea Ovidius <Constanta> 1
Published in...
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Metrika 2 ASTIN BULLETIN ; Vol. 29 - No. 2 - 1999, 315-325 1 Casualty Actuarial Society - Publications 1
Source
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EconStor 2 USB Cologne (business full texts) 1
Showing 1 - 3 of 3
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Modelling and diagnostic tests for Poisson and negative-binomial count time series
Aleksandrov, Boris; Weiß, Christian H.; Nik, Simon; … - In: Metrika 87 (2023) 7, pp. 843-887
When modelling unbounded counts, their marginals are often assumed to follow either Poisson (Poi) or negative binomial (NB) distributions. To test such null hypotheses, we propose goodness-of-fit (GoF) tests based on statistics relying on certain moment properties. By contrast to most approaches...
Persistent link: https://www.econbiz.de/10015198562
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Cover Image
Modelling and diagnostic tests for Poisson and negative-binomial count time series
Aleksandrov, Boris; Weiß, Christian H.; Nik, Simon; … - In: Metrika 87 (2023) 7, pp. 843-887
When modelling unbounded counts, their marginals are often assumed to follow either Poisson (Poi) or negative binomial (NB) distributions. To test such null hypotheses, we propose goodness-of-fit (GoF) tests based on statistics relying on certain moment properties. By contrast to most approaches...
Persistent link: https://www.econbiz.de/10015400903
Saved in:
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Recursive Evaluation of Some Bivariate Compound Distributions
Vernic, Raluca - Universitatea Ovidius <Constanta> - 1999
distributions; bivariate distributions: distribution, bivariate Negative Binomial, bivariate Poisson. Trinomial I. INTRODUCTION … distribution, bivariate Negative Binomial and bivariate Poisson. 2. RECURSION FOR THE BIVARIATE COMPOUND DISTRIBUTION In this … Particular case 2. The bivariate Negative Binomial distribution parameters (A, 01,02), A > 0, 01,02 E (0, 1) has the p.f. F …
Persistent link: https://www.econbiz.de/10005847162
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