|
|
Advances in
Applied Probability
|
Author |
Title |
Pages |
|
BADDELEY,
A. see CABO, A. |
|
|
|
BLACKWELL,
P. G. AND MØLLER, J. |
Bayesian analysis of deformed tessellation models |
4-26 |
|
BŁASZCZYSZYN, B. AND SCHOTT, R. |
Approximate decomposition of some modulated-Poisson
Voronoi tessellations |
847-862 |
|
BÖHM,
S. AND SCHMIDT, V. |
Palm representation and approximation of the covariance of
random closed sets |
295-302 |
|
CABO, A. AND BADDELEY, A. |
Estimation of mean particle volume using the set
covariance function |
27-46 |
|
CALKA,
P. |
An explicit expression for the distribution of the number
of sides of the typical Poisson–Voronoi cell |
863-870 |
|
CALKA, P. |
Precise formulae for the distributions of the principal
geometric characteristics of the typical cells of a two-dimensional
Poisson–Voronoi tessellation and a Poisson line process |
551-562 |
|
CHIU,
S. N. AND MOLCHANOV, I. S. |
A new graph related to the directions of nearest neighbours
in a point process |
47-55 |
|
COWAN,
R., QUINE, M. AND ZUYEV, S. |
Decomposition of gamma-distributed domains constructed
from Poisson point processes |
56-69 |
|
DALL'AGLIO, M. AND SCARSINI, M. |
Zonoids, linear dependence, and size-biased distributions
on the simplex |
871-884 |
|
DEIJFEN, M. |
Asymptotic shape in a continuum growth model |
303-318 |
|
HAHN, U., JENSEN, E. B. V., VAN LIESHOUT, M.-C. AND STOUGAARD NIELSEN, L. |
Inhomogeneous spatial point processes by
location-dependent scaling |
319-336 |
|
HUG, D., LAST, G. AND WEIL, W. |
Distance measurements on processes of flats |
70-95 |
|
HUILLET, T. |
Random covering of the circle:
the size of the connected components |
563-582 |
|
JENSEN, E. B. V. AND STOYAN, D. |
Joseph Mecke: an appreciation |
1-3 |
|
JENSEN, E. B. V. see HAHN, U. and KIDERLEN, M. |
|
|
|
KENDALL, W. S. AND WILSON, R. G. |
Ising models and multiresolution quad-trees |
96-122 |
|
KIDERLEN, M. AND JENSEN, E. B. V. |
Estimation of the directional measure of planar
random sets by digitization |
583-602 |
|
KOCH, K., OHSER, J. AND SCHLADITZ, K. |
Spectral theory for random closed sets and
estimating the covariance via frequency space |
603-613 |
|
KUME, A. AND LE, H. |
On Fréchet means in simplex shape spaces |
885-897 |
|
LAST, G. see HUG, D. |
|
|
|
LE, H. see KUME, A. |
|
|
|
MAIER, R. AND SCHMIDT, V. |
Stationary iterated tessellations |
337-353 |
|
MICHEL, J. AND PAROUX, K. |
Local convergence of
the Boolean shell model towards the thick Poisson hyperplane process in the
Euclidean space |
354-361 |
|
MOLCHANOV, I. AND SCHERBAKOV, V. |
Coverage of the whole space |
898-912 |
|
MOLCHANOV, I. S. see CHIU, S. N. |
|
|
|
MØLLER, J. |
Shot noise Cox processes |
614-640 |
|
MØLLER, J. see BLACKWELL, P. G. |
|
|
|
NAGEL, W. AND WEISS, V. |
Limits of
sequences of stationary planar tessellations |
123-138 |
|
OHSER, J. see KOCH, K. |
|
|
|
PAROUX, K. see MICHEL, J. |
|
|
|
QUINE, M. see COWAN, R. |
|
|
|
SCARSINI, M. see DALL'AGLIO, M. |
|
|
|
SCHERBAKOV, V. see MOLCHANOV, I. |
|
|
|
SCHLADITZ, K. see KOCH, K. |
|
|
|
SCHMIDT, V. see BÖHM, S. and MAIER, R. |
|
|
|
SCHNEIDER, R.
|
Nonstationary
Poisson hyperplanes and their induced tessellations |
139-158 |
|
SCHOTT, R. see
BŁASZCZYSZYN, B. |
|
|
|
SCHREIBER, T.
|
Asymptotic
geometry of high-density smooth-grained Boolean models in bounded domains |
913-936 |
|
SHAH, S. R. |
A note on
stochastic domination and conditional thinning |
937-940 |
|
STOUGAARD NIELSEN, L. see HAHN, U. |
|
|
|
STOYAN, D. see JENSEN, E. B. V. |
|
|
|
VAN LIESHOUT, M. N. M. AND VAN ZWET, E. W. |
Correction:
Exact sampling from conditional Boolean models with applications to maximum
likelihood inference (Adv. Appl. Prob. 33, 339-353) |
362 |
|
VAN LIESHOUT, M. N. M. see HAHN, U. |
|
|
|
VAN ZWET, E. W. see
VAN LIESHOUT, M. N. M. |
|
|
|
WEIL, W. see HUG, D. |
|
|
|
WEISS, V. see NAGEL, W. |
|
|
|
WILSON, R. G. see KENDALL, W. S. |
|
|
|
ZUYEV, S. see COWAN, R. |
|
|