Journal article

Polya urns with immigration at random times

Erol Pekoz, Adrian Rollin, Nathan Ross

Bernoulli | INT STATISTICAL INST | Published : 2019

DOI: 10.3150/17-BEJ983

University of Melbourne Researchers

Related Projects (1)

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Random Discrete Structures: Approximations and Applications

The behaviour of many real world systems can be modelled by random discrete structures evolving over time. For example, the sizes of populat..

Grants

Awarded by NUS Research Grant

Awarded by ARC

Funding Acknowledgements

AR is supported by NUS Research Grant R-155-000-167-112. EP, AR, and NR are supported by ARC grant DP150101459. This work was done partially while the authors were visiting the Institute for Mathematical Sciences, National University of Singapore in 2015 and 2016, supported in part by the Institute. We thank a referee for their careful reading and constructive comments.

Keywords

Preferential Attachment Random Graph
Rates
Limit-Theorems
Science & Technology
Distributional Fixed Point Equation
Polya Urns
Mathematics
Physical Sciences
Model
Distributional Convergence
Bounds
Statistics & Probability
Distributions