1.Global survival of branching random walks and tree-like branching random walks

作　　者：Daniela Bertacchi ;Cristian F. Coletti ;Fabio Zucca

出　　处：Latin American Journal of Probability and Mathematical Statistics. 2017 ;XIV:381-402.

出版社：Instituto Nacional De Matemática Pura E Aplicada

文章 ID：217904234

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2.Global survival of branching random walks and tree-like branching random walks

作　　者：Daniela Bertacchi ;Cristian F. Coletti ;Fabio Zucca

出　　处：Latin American Journal of Probability and Mathematical Statistics. 2017 ;14.

出版社：Instituto Nacional De Matemática Pura E Aplicada

文章 ID：219787391

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3.A generating function approach to branching random walks

作　　者：Daniela Bertacchi ;Fabio Zucca

出　　处：Brazilian Journal of Probability and Statistics. 2017 ;31(2):229-253.doi:10.1214/16-BJPS311

出版社：Brazilian Statistical Association

文章 ID：1026077059

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4.A stochastic model for the evolution of species with random fitness

作　　者：Daniela Bertacchi ;Jüri Lember ;Fabio Zucca

出　　处：Electronic Communications in Probability. 2018 ;23.doi:10.1214/18-ECP190

出版社：Electronic Communications in Probability

文章 ID：1026080185

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5.Extinction probabilities in branching processes with count- ably many types: a general framework

作　　者：Daniela Bertacchi ;Peter Braunsteins ;Sophie Hautphenne 等

出　　处：Latin American Journal of Probability and Mathematical Statistics. 2022 ;19:311-338.

出版社：Instituto Nacional De Matemática Pura E Aplicada

文章 ID：1037772079

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	Latin American Journal of Probability and Mathematical Statistics	3篇
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