Volume 14.
(as bibtex)
20 references.
Articles

117. A model for the transport of solid particles in a fluid flow
Gani, J.,
Todorovic, P.

109146. On tightness and stopping times
Jacod, J.,
Memin, J.,
Metivier, M.

147155. On crossings of Gaussian fields
Wschebor, Mario

157174. Approximations of some hazard rate estimators in a competing risks model
Burke, Murray D.

175186. A limit theorem for the continuous state branching process (Corr: V15 p327)
Zhang, Yi Ci

187199. Lacunary systems and generalized linear processes
Lai, Tze Leung,
Wei, Ching Zong

1940. A limit theorem for particle numbers in bounded domains of a branching diffusion process
Ogura, Yukio

201208. A note on weak convergence of mean residual life of stationary mixing random variables
Ahmad, Ibrahim A.

209232. State estimation for Cox processes on general spaces
Karr, Alan F.

233248. Estimation and control for linear, partially observable systems with nonGaussian initial distribution
Benes, Vaclav E.,
Karatzas, Ioannis

249265. Estimation of the GaussMarkov process from observation of its sign
Slepian, David

267277. Smallsample properties of maximum probability estimators
Weiss, Lionel

279295. A central limit theorem for estimation in Gaussian stationary time series observed at unequally spaced times
Dunsmuir, W.

297313. Extreme values of Markov population processes
Barbour, A. D.

315325. Hitting time of a moving boundary for a diffusion
Bass, R. F.,
Erickson, K. B.

4154. Asymptotically minimax tests of composite hypotheses for nonergodic type processes
Basawa, I. V.,
Koul, H. L.

5566. Empirical processes indexed by smooth functions
Stute, Winfried

6777. Absolute regularity and functions of Markov chains
Bradley, Richard C., Jr

7991. Inhomogeneous Markov branching processes: Supercritical case
Cohn, H.,
Hering, H.

93105. A bound for the expected hitting time of storage processes
Yamada, Keigo