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Results: 1-13 |
Results: 13

Authors: Barbour, A. D. Holst, Lars
Citation: D. Barbour, A. et Holst, Lars, Some applications of the Stein-Chen method for proving Poisson convergence, Advances in applied probability , 21(1), 1989, pp. 74-90

Authors: Barbour, A. D. Greenwood, P. E.
Citation: D. Barbour, A. et E. Greenwood, P., Rates of Poisson Approximation to Finite Range Random Fields, Annals of applied probability , 3(1), 1993, pp. 91-102

Authors: Barbour, A. D. Ethier, S. N. Griffiths, R. C.
Citation: D. Barbour, A. et al., A transition function expansion for a diffusion model with selection, Annals of applied probability , 10(1), 2000, pp. 123-162

Authors: Barbour, A. D. Novak, S. Y. Xia, A.
Citation: D. Barbour, A. et al., Compound Poisson approximation for the distribution of extremes, Advances in applied probability , 34(1), 2002, pp. 223-240

Authors: Arratia, Richard Barbour, A. D. Tavaré, Simon
Citation: Arratia, Richard et al., The number of components in a logarithmic combinatorial structure, Annals of applied probability , 10(2), 2000, pp. 331-361

Authors: Barbour, A. D.
Citation: D. Barbour, A., [Poisson Approximation and the Chen-Stein Method]: Comment, Statistical science , 5(4), 1990, pp. 425-427

Authors: Arratia, Richard Barbour, A. D. Tavare, Simon
Citation: Arratia, Richard et al., Poisson Process Approximations for the Ewens Sampling Formula, Annals of applied probability , 2(3), 1992, pp. 519-535

Authors: Barbour, A. D. Xia, Aihua
Citation: D. Barbour, A. et Xia, Aihua, Normal approximation for random sums, Advances in applied probability , 38(2), 2006, pp. 693-728

Authors: Barbour, A. D. Chryssaphinou, O.
Citation: D. Barbour, A. et O. Chryssaphinou,, Compound Poisson approximation: a user's guide, Annals of applied probability , 11(3), 2001, pp. 964-1002

Authors: Barbour, A. D. Pugliese, A.
Citation: D. Barbour, A. et A. Pugliese,, Asymptotic behavior of a metapopulation model, Annals of applied probability , 15(2), 2005, pp. 1306-1338

Authors: Barbour, A. D. Luczak, M. J. Xia, A.
Citation: D. Barbour, A. et al., Multivariate approximation in total variation, I: Equilibrium distributions of Markov jump processes, Annals of probability (Online) , 46(3), 2018, pp. 1351-1404

Authors: Barbour, A. D. Luczak, M. J. Xia, A.
Citation: D. Barbour, A. et al., Multivariate approximation in total variation, II: Discrete normal approximation, Annals of probability (Online) , 46(3), 2018, pp. 1405-1440

Authors: Barbour, A. D. Luczak, M. J.
Citation: D. Barbour, A. et J. Luczak, M., Laws of large numbers for epidemic models with countably many types, Annals of applied probability , 18(6), 2008, pp. 2208-2238
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