Advances in Applied Probability Index to Volume 38 (2006) Stochastic Geometry and Statistical Applications

Author	Title	Pages
BAI, Z. D., LEE, S. AND PENROSE, M. D.	Rooted edges of a minimal directed spanning tree on random points	1–30
BIERMÉ, H. AND ESTRADE, A.	Poisson random balls: self-similarity and X-ray images	853–872
BORDENAVE, C., GOUSSEAU, Y. AND ROUEFF, F.	The dead leaves model: a general tessellation modelling occlusion	31–46
CALKA, P. AND SCHREIBER, T.	Large deviation probabilities for the number of vertices of random polytopes in the ball	47–58
COWAN, R.	A more comprehensive complementary theorem for the analysis of Poisson point processes	581–601
DEIJFEN, M. AND MEESTER, R.	Generating stationary random graphs on Z with prescribed independent, identically distributed degrees	287–298
ESTRADE, A. see BIERMÉ, H.
GOUSSEAU, Y. see BORDENAVE, C.
HUCKEMANN, S. AND ZIEZOLD, H.	Principal component analysis for Riemannian manifolds, with an application to triangular shape spaces	299–319
LAST, G.	Stationary partitions and Palm probabilities	602–620
LEE, S. see BAI, Z. D.
MCCULLAGH, P. AND MØLLER, J.	The permanental process	873–888
MEESTER, R. see DEIJFEN, M.
MØLLER, J. see MCCULLAGH, P.
NORROS, I. AND REITTU, H.	On a conditionally Poissonian graph process	59–75
PANARETOS, V. M.	The diffusion of Radon shape	320–335
PANTLE, U., SCHMIDT, V. AND SPODAREV, E.	Central limit theorems for functionals of stationary germ–grain models	76–94
PENROSE, M. D. AND WADE, A. R.	On the total length of the random minimal directed spanning tree	336–372
PENROSE, M. D. see BAI, Z. D.
REITTU, H. see NORROS, I.
ROUEFF, F. see BORDENAVE, C.
SCHMIDT, V. see PANTLE, U.
SCHREIBER, T. see CALKA, P.
SPODAREV, E. see PANTLE, U.
VAN LIESHOUT, M. N. M.	Maximum likelihood estimation for random sequential adsorption	889–898
WADE, A. R. see PENROSE, M. D.
ZIEZOLD, H. see HUCKEMANN, S.