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添加215字节 、 2020年8月24日 (一) 10:44
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=== Poisson Approximation ===
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==='''<font color="#ff8000"> Poisson Approximation 泊松近似</font>'''===
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=== Bivariate Poisson distribution ===
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=== '''<font color="#ff8000"> 二元泊松分布Bivariate Poisson distribution</font>'''===
    
This distribution has been extended to the [[bivariate]] case.{{r|Loukas1986}} The [[generating function]] for this distribution is
 
This distribution has been extended to the [[bivariate]] case.{{r|Loukas1986}} The [[generating function]] for this distribution is
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===Free Poisson distribution===
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==='''<font color="#ff8000"> 自由泊松分布Free Poisson distribution</font>'''===
    
The free Poisson distribution<ref>Free Random Variables by D. Voiculescu, K. Dykema, A. Nica, CRM Monograph Series, American Mathematical Society, Providence RI, 1992</ref> with jump size <math>\alpha</math> and rate <math>\lambda</math> arises in [[free probability]] theory as the limit of repeated [[free convolution]]
 
The free Poisson distribution<ref>Free Random Variables by D. Voiculescu, K. Dykema, A. Nica, CRM Monograph Series, American Mathematical Society, Providence RI, 1992</ref> with jump size <math>\alpha</math> and rate <math>\lambda</math> arises in [[free probability]] theory as the limit of repeated [[free convolution]]
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The free Poisson distribution with jump size <math>\alpha</math> and rate <math>\lambda</math> arises in free probability theory as the limit of repeated free convolution
 
The free Poisson distribution with jump size <math>\alpha</math> and rate <math>\lambda</math> arises in free probability theory as the limit of repeated free convolution
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带有跳跃大小 < math > alpha </math > 和速率 < math > lambda </math > 的自由泊松分佈作为重复自由卷积的极限在自由概率论中出现
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带有跳跃大小 < math > alpha </math > 和速率 < math > lambda </math > 的'''<font color="#ff8000"> 自由泊松分布Free Poisson distribution</font>'''作为重复自由卷积的极限在自由概率论中出现
     
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