|
Author |
Title |
Page |
|
|
|
|
|
Ambartzumian, R.V. |
Measure generation by Euler functionals |
606-626 |
|
Ayala, G. and Simo, A. |
Bivariate random closed sets and nerve fibre degeneration |
293-305 |
|
Baccelli, F., Klein, M. and Zuyev, S. |
Perturbation analysis of functionals of random measures |
306-325 |
|
Baddeley, A.J. and Cruz-Orive, L.M. |
The Rao-Blackwell theorem in stereology and some counterexamples |
2-19 |
|
------ see Cabo, A.J. |
|
|
|
Bauer, C. and Schneider, R. |
Extremal problems for geometric probabilities involving convex bodies |
20-34 |
|
Benes, V. |
On second-order formulas in anisotropic stereology |
326-343 |
|
Brown, J.J. |
A bootstrap algorithm for the isotropic random sphere |
627-641 |
|
------ |
A central limit theorem for the isotropic random sphere |
642-651 |
|
Cabo, A.J. and Baddeley, A.J. |
Line transects, covariance functions and set convergence |
585-605 |
|
Chiu, S.N. |
Limit theorems for the time of completion of Johnson-Mehl tessellations |
889-910 |
|
Cruz-Orive, L.M. see Baddeley, A.J. |
|
|
|
Ferrándiz, J. and Montes, F. |
On the statistical inference of random closed sets in compact subsets of R^d |
344-349 |
|
Garcia, N.L. |
Birth and death processes as projections of higher-dimensional Poisson processes |
911-930 |
|
Kendall, D.G. |
How to look at objects in a five-dimensional shape space: looking at geodesics |
35-43 |
|
Klein, M. see Baccelli, F. |
|
|
|
Kozarovitzky, E. see Molchanov, I.S. |
|
|
|
Le, H. |
Mean size-and-shapes and mean shapes: a geometric point of view |
44-55 |
|
Mase, S. |
Stereological estimation of particle size distributions |
350-366 |
|
Mecke, J. |
Inequalities for the anisotropic Poisson polytope |
56-62 |
|
Miles, R.E. |
A heuristic proof of a long-standing conjecture of D.G. Kendall concerning the shapes of certain large random polygons |
397-417 |
|
Molchanov, I. S. |
Statistics of the Boolean model: from the estimation of means to the estimation of distributions |
63-86 |
|
------, Omey, E. and Kozarovitzky, E. |
An elementary renewal theorem for random compact convex sets |
931-942 |
|
Mĝller, J. |
Generation of Johnson-Mehl crystals and comparative analysis of models for random nucleation |
367-383 |
|
Montes, F. see Ferrándiz, J. |
|
|
|
Mücklich, F. see Ohser, J. |
|
|
|
Ohser, J. and Mücklich, F. |
Stereology for some classes of polyhedrons |
384-396 |
|
Omey, E. see Molchanov, I.S. |
|
|
|
Schneider, R. see Bauer, C. |
|
|
|
Simo, A. see Ayala, G. |
|
|
|
Vedel Jensen, E.B. |
Rotational versions of the Crofton formula |
87-96 |
|
Vitale, R.A. |
On the volume of parallel bodies: a probabilistic derivation of the Steiner formula |
97-101 |
|
Weil, W. |
The estimation of mean shape and mean particle number in overlapping particle systems in the plane |
102-119 |
|
Worsley, K. |
Boundary corrections for the expected Euler characteristic of excursion sets of random fields, with an application to astrophysics |
943-959 |
|
Zuyev, S. see Baccelli, F. |
|
|
Note that papers from the International Workshop on Stochastic Geometry, Stereology and Image Analysis, which took place in Valencia, Spain, on 21-24 September 1993, occupied pp 1-119, 293-417 and 585-605 of AAP Volume 27.