The zero- truncated Poisson distribution is an important and appropriate model for many applications. Here, we give and assess several tests of fit for this model.
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Univ Pretoria, Dept Stat, Pretoria, South Africa
McMaster Univ, Dept Math & Stat, Hamilton, ON, CanadaUniv Pretoria, Dept Stat, Pretoria, South Africa
Mijburgh, P. A.
Visagie, I. J. H.
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North West Univ, Sch Math & Stat Sci, Potchefstroom, South AfricaUniv Pretoria, Dept Stat, Pretoria, South Africa
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Shanghai Univ, SHU UTS SILC Business Sch, 20 Chengzhong Rd, Shanghai 201899, Peoples R ChinaShanghai Univ, SHU UTS SILC Business Sch, 20 Chengzhong Rd, Shanghai 201899, Peoples R China
Jiang, Aiping
Tam, Kwok Leung
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Univ Sydney, Sch Math & Stat, Camperdown, NSW, AustraliaShanghai Univ, SHU UTS SILC Business Sch, 20 Chengzhong Rd, Shanghai 201899, Peoples R China
Tam, Kwok Leung
Guo, Xiaoyun
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Shanghai Univ, SHU UTS SILC Business Sch, 20 Chengzhong Rd, Shanghai 201899, Peoples R ChinaShanghai Univ, SHU UTS SILC Business Sch, 20 Chengzhong Rd, Shanghai 201899, Peoples R China
Guo, Xiaoyun
Zhang, Yufeng
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Shanghai Univ, SHU UTS SILC Business Sch, 20 Chengzhong Rd, Shanghai 201899, Peoples R ChinaShanghai Univ, SHU UTS SILC Business Sch, 20 Chengzhong Rd, Shanghai 201899, Peoples R China
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Univ Southampton, Southampton Stat Sci Res Inst, Southampton SO17 1BJ, Hants, England
Univ Southampton, Math Sci, Southampton SO17 1BJ, Hants, EnglandUniv Southampton, Southampton Stat Sci Res Inst, Southampton SO17 1BJ, Hants, England