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Advances in
Applied Probability
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Author |
Title |
Pages |
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ALLARD,
D. see SENOUSSI, R. |
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BACCELLI,
F., TCHOUMATCHENKO, K. AND ZUYEV, S. |
Markov paths on the Poisson–DeLauney graph with
applications to routeing in mobile networks |
1–18 |
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BADDELEY,
A. J. see CHIN, Y. C. |
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BARBOUR,
A. D. AND MÅNSSON, M. |
Compound Poisson approximation and the clustering of
random points |
19–38 |
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CHADŒUF,
J. see SENOUSSI, R. |
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CHIN, Y.
C. AND BADDELEY, A. J. |
Markov interacting component processes |
597–619 |
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CHIU, S.
N. AND YIN, C. C. |
The time of completion of a linear birth–growth
model |
620–627 |
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CLOUGH,
H. E. see DIGGLE, P. J. |
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CRESSIE, N. AND LAWSON, A. B. |
Hierarchical probability models and Bayesian
analysis of mine locations |
315–330 |
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CRUZ-ORIVE, L. M. see GUAL-ARNAU, X. |
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DIGGLE, P. J., MATEU, J. AND CLOUGH, H. E. |
A comparison between parametric and non-parametric approaches
to the analysis of replicated spatial point patterns |
331–343 |
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GNEITING, T. |
Addendum to ‘Isotropic correlation functions on
d-dimensional balls’ |
960–961 |
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GUAL-ARNAU, X. AND CRUZ-ORIVE, L. M. |
Systematic sampling on the circle and on the sphere |
628–647 |
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HÄGGSTRÖM, H. |
Markov random fields and percolation on general
graphs |
39–66 |
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HAYEN, A. AND QUINE, M. |
The proportion of triangles in a Poisson–Voroni
tessellation of the plane |
67–74 |
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HOBOLTH, A. AND VEDEL JENSEN, E. B. |
Modelling stochastic changes in curve shape, with an
application to cancer diagnostics |
344–362 |
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HUTCHINSON, J. E. AND RÜSCHENDORF, L. |
Random fractals and probability metrics |
925–947 |
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ISOKAWA, Y. |
Poisson–Voroni tessellations in three-dimensional
hyperbolic spaces |
648–662 |
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JAMMALAMADAKA, S. R. AND PENROSE, M. D. |
Poisson pairs for pairwise and area interaction
point processes |
75–85 |
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KENDALL, W. S. |
Stationary countable dense random sets |
86–100 |
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KUME, A. AND LE, H. |
Estimating Fréchet means in Bookstein’s shape space |
663–674 |
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KUME, A. see LE, H. |
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LAWSON, A. B. see CRESSIE, N. |
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LE, H. AND KUME, A. |
The Fréchet mean shape and the shape of the means |
101–113 |
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LE, H. see KUME, A. |
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MÅNSSON, M. see BARBOUR, A. D. |
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MASSÉ, B. |
On the LLN for the number of vertices of a random
convex hull |
675–681 |
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MATEU, J. see DIGGLE, P. J. |
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PENROSE, M. D. see JAMMALAMADAKA. S. R. |
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PICKA, J. D. |
Variance reducing modifications for estimators of
standardized moments of random sets |
682–701 |
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QUINE, M. see HAYEN, A. |
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REMICHE, M.-A. |
Asymptotic independence of counts in isotropic
planar point processes of phase type |
363–375 |
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RÜSCHENDORF, L. see HUTCHINSON, J. E. |
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SCHLADITZ, K. |
Estimation of the intensity of stationary flat
processes |
114–139 |
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SENOUSSI, R., CHADŒUF, J. AND ALLARD, D. |
Weak
homogenization of point processes by space deformations |
948–959 |
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VEDEL
JENSEN, E. B. see HOBOLTH, A. |
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TCHOUMATCHENKO, K. see BACCELLI, F. |
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YIN, C. C. see CHIU, S. N. |
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ZUYEV, S. see BACCELLI, F. |
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