Advances in Applied Probability Index to Volume 36 (2004) General Applied Probability

Author	Title	Pages
AHN, H. S., DUENYAS, I. AND ZHANG, R. Q.	Optimal control of a flexible server	139-170
ALTMAN, E., AVRACHENKOV, K. E. AND NÚÑEZ-QUEIJA, R.	Perturbation analysis for denumerable Markov chains with application to queueing models	839-853
ASSAF, D., GOLDSTEIN, L. AND SAMUEL-CAHN, E.	Two-choice optimal stopping	1116-1147
AVI-ITZHAK, B. AND LEVY, H.	On measuring fairness in queues	919-936
AVRACHENKOV, K. E. see ALTMAN, E.
BAMBOS, N. AND MICHAILIDIS, G.	Queueing and scheduling in random environments	293-317
BARRON, Y., FROSTIG, E. AND LEVIKSON, B.	Analysis of R-out-of-N repairable systems: the case of phase-type distributions	116-138
BASAK, G. K. AND HO, K.-W. R.	Level-crossing probabilities and first-passage times for linear processes	643-666
BEDFORD, T. AND LINDQVIST, B. H.	The identifiability problem for repairable systems subject to competing risks	774-790
BIGGINS, J. D. AND KYPRIANOU, A. E.	Measure change in multitype branching	544-581
BOBROWSKI, A.	Quasi-stationary distributions of a pair of Markov chains related to time evolution of a DNA locus	57-77
BOROVKOV, A. A. AND HORDIJK, A.	Characterization and sufficient conditions for normed ergodicity of Markov chains	227-242
BUSS, S. R. AND CLOTE, P.	Solving the Fisher–Wright and coalescence problems with a discrete Markov chain analysis	1175-1197
CHATTERJEE, K. AND XU, S. H.	Technology diffusion by learning from neighbours	355-376
CHEN, A. AND RENSHAW, E.	Markovian bulk-arriving queues with state-dependent control at idle time	499-524
CHEN, A., ZHANG, H., LIU, K. AND RENNOLLS, K.	Birth–death processes with disaster and instantaneous resurrection	267-292
CLOTE, P. see BUSS, S. R.
DE IORIO, M. AND GRIFFITHS, R. C.	Importance sampling on coalescent histories. I	417-433
DE IORIO, M. AND GRIFFITHS, R. C.	Importance sampling on coalescent histories. II: Subdivided population models	434-454
DELGADO, R., LÓPEZ, F. J. AND SANZ, G.	Local conditions for the stochastic comparison of particle systems	1252-1277
DONEY, R. A. AND GRIFFIN, P. S.	Overshoots over curved boundaries. II	1148-1174
DUENYAS, I. see AHN, H. S.
DUFRESNE, D.	The log-normal approximation in financial and other computations	747-773
EUN, D. Y. AND SHROFF, N. B.	Network decomposition in the many-sources regime	893-918
FROSTIG, E.	Upper bounds on the expected time to ruin and on the expected recovery time	377-397
FROSTIG, E. see BARRON, Y.
GLEATON, J. U. AND LYNCH, J. D.	On the distribution of the breaking strain of a bundle of brittle elastic fibers	98-115
GLYNN, P. W. see ZEEVI, A.
GOLDSTEIN, L. see ASSAF, D.
GRAVEREAUX, J.-B. AND LEDOUX, J.	Poisson approximation for some point processes in reliability	455-470
GRIFFIN, P. S. see DONEY, R. A.
GRIFFITHS, R. C. see DE IORIO, M.
GUILLEMIN, F., ROBERT, P. AND ZWART, B.	Tail asymptotics for processor-sharing queues	525-543
HAMBLY, B. M. AND JORDAN, J.	A random hierarchical lattice: the series–parallel graph and its properties	824-838
HO, K.-W. R. see BASAK, G. K.
HORDIJK, A. see BOROVKOV, A. A.
JACOB, C. see LALAM, N.
JAGERS, P. see LALAM, N.
JARNER, S. F. AND YUEN, W. K.	Conductance bounds on the L^2 convergence rate of metropolis algorithms on unbounded state spaces	243-266
JORDAN, J. see HAMBLY, B. M.
KLOK, M. J. see VAN DER HOFSTAD, R.
KNIGHT, F. B. AND STEICHEN, J. L.	An interference problem with application to crystal growth	725-746
KO, S.-S. AND SERFOZO, R. F.	Response times in M/M/s fork–join networks	854-871
KYPRIANOU, A. E. see BIGGINS, J. D.
LACAUX, C.	Series representation and simulation of multifractional Lévy motions	171-197
LALAM, N. AND JACOB, C.	Estimation of the offspring mean in a supercritical or near-critical size-dependent branching process	582-601
LALAM, N. AND JACOB, C. AND JAGERS, P.	Modelling the PCR amplification process by a size-dependent branching process and estimation of the efficiency	602-615
LAST, G.	Ergodicity properties of stress release, repairable system and workload models	471-498
LEDOUX, J.	Linear dynamics for the state vector of Markov chain functions	1198-1211
LEDOUX, J. see GRAVEREAUX, J.-B.
LEORATO, S. AND ORSINGHER, E.	Bose–Einstein-type statistics, order statistics and planar random motions with three directions	937-970
LEVIKSON, B. see BARRON, Y.
LEVY, H. see AVI-ITZHAK, B.
LIN, D. AND MAKIS, V.	Filters and parameter estimation for a partially observable system subject to random failure with continuous-range observations	1212-1230
LINDQVIST, B. H. see BEDFORD, T.
LIU, K. see CHEN, A.
LÓPEZ, F. J. see DELGADO, R.
LYNCH, J. D. see GLEATON, J. U.
MAKIS, V. see LIN, D.
MICHAILIDIS, G. see BAMBOS, N.
MIYAZAWA, M. AND ZHAO, Y. Q.	The stationary tail asymptotics in the GI/G/1-type queue with countably many background states	1231-1251
MIYOSHI, N.	On the subexponential properties in stationary single-server queues: a Palm-martingale approach	872-892
MÖHLE, M.	The time back to the most recent common ancestor in exchangeable population models	78-97
MORATO, L. M. AND SIRI, P.	Addendum to `A stochastic algorithm to compute optimal probabilities in the chaos game': a new convergence criterion	318-323
NÚÑEZ-QUEIJA, R. see ALTMAN, E.
ORSINGHER, E. see LEORATO, S.
PAGANONI, A. M. AND SECCHI, P.	Interacting reinforced-urn systems	791-804
RENNOLLS, K. see CHEN, A.
RENSHAW, E. see CHEN, A.
ROBERT, P. see GUILLEMIN, F.
SAKURAI, T.	Numerical inversion for Laplace transforms of functions with discontinuities	616-642
SAMORODNITSKY, G.	Maxima of continuous-time stationary stable processes	805-823
SAMUEL-CAHN, E. see ASSAF, D.
SAMUELS, S. M.	Why do these quite different best-choice problems have the same solutions?	398-416
SANZ, G. see DELGADO, R.
SECCHI, P. see PAGANONI, A. M.
SERFOZO, R. F. see KO, S.-S.
SHAKKOTTAI, S., SRIKANT, R. AND STOLYAR, A. L.	Pathwise optimality of the exponential scheduling rule for wireless channels	1021-1045
SHROFF, N. B. see EUN, D. Y.
SIRI, P. see MORATO, L. M.
SRIKANT, R. see SHAKKOTTAI, S.
STEICHEN, J. L. see KNIGHT, F. B.
STOEV, S. AND TAQQU, M. S.	Stochastic properties of the linear multifractional stable motion	1085-1115
STOLYAR, A. L. see SHAKKOTTAI, S.
TANG, Q. AND TSITSIASHVILI, G.	Finite- and infinite-time ruin probabilities in the presence of stochastic returns on investments	1278-1299
TAQQU, M. S. see STOEV, S.
TSITSIASHVILI, G. see TANG, Q.
VAN DER HOFSTAD, R. AND KLOK, M. J.	Improving the performance of third-generation wireless communication systems	1046-1084
XU, S. H. see CHATTERJEE, K.
YUEN, W. K. see JARNER, S. F.
ZEEVI, A. AND GLYNN, P. W.	Estimating tail decay for stationary sequences via extreme values	198-226
ZHANG, H. see CHEN, A.
ZHANG, R. Q. see AHN, H. S.
ZHAO, Y. Q. see MIYAZAWA, M.
ZWART, B. see GUILLEMIN, F.