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Journal of
Applied Probability |
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Author |
Title |
Page |
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ABRAMOV, V. M. |
Inequalities for the GI/M/1/n
loss system |
232-234 |
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ABRAMOV, V. M. |
On losses in MX/GI/
1/n queues |
1079-1080 |
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ADAN, I. see LITVAK, N. |
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ADLER, I. AND ROSS, S. M. |
The coupon subset collection
problem |
737-746 |
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ALDOUS, D., MIYAZAWA, M. AND ROLSKI,
T. |
On the stability of a batch clearing
system with Poisson arrivals and subadditive service times |
621-634 |
|
ALEXANDERSSON, M. |
On the existence of the stable
birth-type distribution in a general branching process cell cycle model with
unequal cell division |
685-695 |
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ANDRIEU, C., BREYER, L. A. AND
DOUCET, A. |
Convergence of simulated annealing
using Foster-Lyapunov criteria |
975-994 |
|
ANTZOULAKOS, D. L. |
Waiting times for patterns in a
sequence of multistate trials |
508-518 |
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ARTALEJO, J. R. AND LOPEZ-HERRERO, M.
J. |
Analysis of the busy period for
the M/M/c queue: an algorithmic approach |
209-222 |
|
ASMUSSEN, S. AND ROSIŃSKI, J. |
Approximations of small jumps of
Lévy processes with a view towards simulation |
482-493 |
|
BACH, E. |
Random bisection and evolutionary
walks |
582-596 |
|
BADÍA, F. G., BERRADE, M. D. AND
CAMPOS, C. A. |
Optimization of inspection
intervals based on cost |
872-881 |
|
BALL, F. AND STEFANOV, V. T. |
Further approaches to computing
fundamental characteristics of birth-death processes |
995-1005 |
|
BALTRŪNAS, A. |
Some asymptotic results for
transient random walks with applications to insurance risk |
108-121 |
|
BELINSKIY, B. P. AND CAITHAMER, P. |
Energy of a string driven by a two-parameter
Gaussian noise white in time |
960-974 |
|
BELZUNCE, F., ORTEGA, E. M. AND
RUIZ, J. M. |
A note on stochastic comparisons
of excess lifetimes of renewal processes |
747-753 |
|
BERENHAUT, K. S. AND LUND, R. |
Geometric renewal convergence
rates from hazard rates |
180-194 |
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BERRADE, M. D. see BADÍA, F. G. |
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BLOCH-MERCIER, S. |
Monotone Markov processes with
respect to the reversed hazard rate ordering: an application to reliability |
195-208 |
|
BLOCK, H. W. AND CHEN, T. |
Multivariate product-type lower
bounds |
407-420 |
|
BOLAND, P. J. |
Signatures of indirect majority
systems |
597-603 |
|
BON, J.-L. AND PĂLTĂNEA,
E. |
Convergence of the number of
failed components in a Markov system with nonidentical components |
882-897 |
|
BOXMA, O. J. AND SYSKI, R. |
Obituary: Jacob Willem Cohen |
604-606 |
|
BRÉMAUD, P. AND MASSOULIÉ, L. |
Hawkes branching point processes
without ancestors |
122-135 |
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BREYER, L. A. see ANDRIEU, C. |
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CAITHAMER, P. see BELINSKIY, B. P. |
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CAMPOS, C. A. see
BADÍA, F. G. |
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CHA, J. H. |
Burn-in procedures for a
generalized model |
542-553 |
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CHAE, K. C. AND PARK, Y. |
The queue length distribution for
the M/G/1 queue under the D-policy |
278-279 |
|
CHAE, K. C. see YANG,
W. S. |
|
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CHEN, D. |
On the infinite cluster of
Bernoulli bond percolation in Scherk's graph |
828-840 |
|
CHEN, H.-C. AND CHOW, Y. |
On the convergence of evolution
processes with time-varying mutations and local interaction |
301-323 |
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CHEN, R. see MO, C. T. C. |
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CHEN, T. see BLOCK, H. W. |
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CHOW, Y. see CHEN, H.-C. |
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CHRYSSAPHINOU, O. AND VAGGELATOU, E. |
Compound Poisson approximation for
long increasing sequences |
449-463 |
|
COOLEN-SCHRIJNER, P. AND VAN DOORN,
E. A. |
On the convergence to stationarity
of birth-death processes |
696-706 |
|
COWAN, R. |
A new discrete distribution
arising in a model of DNA replication |
754-760 |
|
CUI, L. AND XIE, M. |
Availability analysis of
periodically inspected systems with random walk model |
860-871 |
|
DE, A., FERGUSON, M., SINDI, S. AND
DURRETT, R. |
The equilibrium distribution for a
generalized Sankoff-Ferretti model accurately predicts chromosome size
distributions in a wide variety of species |
324-334 |
|
DOUCET, A. see ANDRIEU, C. |
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DSHALALOW, J. H. |
A note on D-policy bulk
queueing systems |
280-283 |
|
DSHALALOW, J. H. |
Time dependent analysis of
multivariate market renewal processes |
707-721 |
|
DUNCAN, T. E., YAN, Y. AND YAN, P. |
Exact asymptotics for a queue with
fractional Brownian input and applications in ATM networks |
932-945 |
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DURRETT, R. see DE, A. |
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EBRAHIMI, N. |
A stochastic covariate failure
model for assessing system reliability |
761-767 |
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EL BARMI, H. see ROTHMANN, M. D. |
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FELDMAN, R. M. see MATIS, T. I. |
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FERGUSON, M. see DE, A. |
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FRANCO, M., RUIZ, J. M. AND RUIZ, M.
C. |
On closure of the IFR(2) and
NBU(2) classes |
235-241 |
|
FU, J. C. |
Distribution of the scan statistic
for a sequence of bistate trials |
908-916 |
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GIRAITIS, L., KOKOSZKA, P. AND
LEIPUS, R. |
Testing for long memory in the
presence of a general trend |
1033-1054 |
|
GREY, D. R. |
A note on convergence of
probability measures |
1055-1058 |
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GRÜBEL, R. AND REIMERS, A. |
On the total time spent in records
by a discrete uniform sequence |
768-775 |
|
GUO, X. |
An explicit solution to an optimal
stopping problem with regime switching |
464-481 |
|
GUO, X. AND SHEPP, L. |
Some optimal stopping problems
with nontrivial boundaries for pricing exotic options |
647-658 |
|
HE, Q.-M. AND NEUTS, M. F. |
On the convergence and limits of
certain matrix sequences arising in quasi-birth-and-death Markov chains |
519-541 |
|
HE, X. |
A probabilistic method for
Navier-Stokes vortices |
1059-1066 |
|
HEIDERGOTT, B. |
A weak derivative approach to
optimization of threshold parameters in a multicomponent maintenance system |
386-406 |
|
HORST, U. |
The stochastic equation Yt+1
= AtYt+Bt with non-stationary
coefficients |
80-94 |
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HOWARD, C. D. |
Differentiability and monotonicity
of expected passage time in Euclidean first-passage percolation |
815-827 |
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HULL, D. M. |
A reconsideration of Lotka's
extinction probability using a bisexual branching process |
776-780 |
|
IRLE, A., KUBILLUS, O. AND PAULSEN,
V. |
An asymptotic expansion for the
optimal stopping boundary in problems with non-linear costs of observation |
67-79 |
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JANSON, S. |
Moment convergence in conditional
limit theorems |
421-437 |
|
JARNER, S. F. AND TWEEDIE, R. L. |
Locally contracting iterated
functions and stability of Markov chains |
494-507 |
|
KAJ, I., KRONE, S. M. AND LASCOUX,
M. |
Coalescent theory for seed bank
models |
285-300 |
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KELLA, O. AND MIYAZAWA, M. |
Parallel fluid queues with
constant inflows and simultaneous random reductions |
609-620 |
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KELLA, O. AND STADJE, W. |
On hitting times for compound
Poisson dams with exponential jumps and linear release rate |
781-786 |
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KIM, H. G. AND NAM, D. |
Optimal estimation of diffusion
processes hidden by general obstacles |
1067-1073 |
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KIPOURIDIS, I. AND TSAKLIDIS, G. |
The size order of the state vector
of a continuous-time homogeneous Markov system with fixed size |
635-646 |
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KIPOURIDIS, I. AND TSAKLIDIS, G. |
The size order of the state vector
of discrete-time homogeneous Markov systems |
357-368 |
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KOCHAR, S. C. see LI, X. |
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KOKOSZKA, P. see GIRAITIS, L. |
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KOMOROWSKI, T. AND KRUPA, G. |
Random walk in a random
environment with correlated sites |
1018-1032 |
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KRONE, S. M. see KAJ, I. |
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KRUPA, G. see KOMOROWSKI, T. |
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KUBILLUS, O. see IRLE, A. |
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KULIK, R. AND SZEKLI, R. |
Sufficient conditions for
long-range count dependence of stationary point processes on the real line |
570-581 |
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LASCOUX, M. see KAJ, I. |
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LEIPUS, R. see GIRAITIS, L. |
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LEWIS, M. E. |
Average optimal policies in a
controlled queueing system with dual admission control |
369-385 |
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LI, X. AND KOCHAR, S. C. |
Some new results involving the
NBU(2) class of life distributions |
242-247 |
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LITVAK, N. |
Some peculiarities of exponential random
variables |
787-792 |
|
LITVAK, N. AND ADAN, I. |
The travel time in carousel
systems under the nearest item heuristic |
45-54 |
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LOPEZ-HERRERO, M. J. see ARTALEJO, J. R. |
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LUND, R. see BERENHAUT, K. S. |
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MACCI, C. |
Continuous-time Markov additive
processes: composition of large deviations principles and comparison between
exponential rates of convergence |
917-931 |
|
MALLOR, F. AND OMEY, E. |
Shocks, runs and random sums |
438-448 |
|
MASSOULIÉ , L. see BRÉMAUD, P. |
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MATIS, T. I. AND FELDMAN, R. M. |
Transient analysis of
state-dependent queueing networks via cumulant functions |
841-859 |
|
MERCANKOSK, G., NAIR, G. M. AND
SOET, W. J. |
Combinatorial techniques for M/G/1-type
queues |
722-736 |
|
MITOV, K. V. AND YANEV, N. M. |
Regenerative processes in the
infinite mean cycle case |
165-179 |
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MIYAZAWA, M. see ALDOUS, D. and KELLA, O. |
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MIYOSHI, N. |
On the stationary workload
distribution of work-conserving single-server queues: a general formula via
stochastic intensity |
793-798 |
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MO, C. T. C., WU, S. S., CHEN, R.
AND YANG, M. C. K. |
Optimal sequential allocation with
imperfect feedback information |
248-254 |
|
MÜLLER,
A. AND RÜSCHENDORF, L. |
On the optimal stopping values induced
by general dependence structures |
672-684 |
|
NAIR, G. M. see MERCANKOSK, G. |
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NAM, D. see KIM, H. G. |
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NEININGER R. |
Rates of convergence for products
of random stochastic 2 x 2 matrices |
799-806 |
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NEUTS, M. F. see HE, Q.-M. |
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NOTOHARA, M. |
The structured coalescent process
with weak Migration |
1-17 |
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O'HELY, M. AND SUDBURY, A. |
The annihilating Process |
223-231 |
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OMEY, E. see MALLOR, F. |
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ORTEGA, E. M. see BELZUNCE, F. |
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OVASKAINEN, O. |
The quasistationary distribution
of the stochastic logistic model |
898-907 |
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PĂLTĂNEA, E. see BON, J.-L. |
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PARK, Y. see CHAE, K. C. |
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PAULSEN, V. |
Bounds for the American perpetual
put on a stock Index |
55-66 |
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PAULSEN, V. see IRLE, A. |
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PERRY, D. AND STADJE, W. |
The busy cycle of the reflected
superposition of Brownian motion and a compound Poisson process |
255-261 |
|
PÖTZELBERGER,
K. AND WANG, L. |
Boundary crossing probability for
Brownian motion |
152-164 |
|
PRITCHARD, G. AND SCOTT, D. J. |
Empirical convergence rates for
continuous-time Markov chains |
262-269 |
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PUNNEN, A. P. see VELLAISAMY, P. |
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REIMERS, A. see GRÜBEL, R. |
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ROLSKI, T. see ALDOUS, D. |
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ROSIŃSKI, J. see ASMUSSEN, S. |
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ROSS, S. M. see ADLER, I. |
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ROTHMANN, M. D. AND EL BARMI, H. |
Stochastic processes involving
random deletion |
95-107 |
|
RUIZ, J. M. see BELZUNCE, F. and FRANCO, M. |
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RUIZ, M. C. see FRANCO, M. |
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RÜSCHENDORF,
L. see MÜLLER, A. |
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SADEGHI, A. A. |
Convergence in distribution of the
multi-dimensional Kohonen algorithm |
136-151 |
|
SCOTT, D. J. see PRITCHARD, G. |
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SGIBNEV, M. S. |
An asymptotic expansion for the expectation
of an age-dependent branching process with a submultiplicative estimate of
the remainder |
807-814 |
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SHEPP, L. see GUO, X. |
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SIEGRIST, K. AND STEELE, J. |
Sequential games |
1006-1017 |
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SINDI, S. see DE, A. |
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SOET, W. J. see MERCANKOSK, G. |
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SPOUGE, J. L. |
Finite-size corrections to Poisson
approximations of rare events in renewal processes |
554-569 |
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STADJE, W. see KELLA, O. and PERRY, D. |
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STARTSEV, A. N. |
Asymptotic analysis of the general
stochastic epidemic with variable infectious periods |
18-35 |
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STEELE, J. see SIEGRIST, K. |
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STEFANOV, V. T. see BALL, F. |
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SUDBURY, A. |
Rigorous lower bounds for the
critical infection rate in the diffusive contact process |
1074-1078 |
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SUDBURY, A. see O'HELY, M. |
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SYSKI, R. see BOXMA, O. J. |
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SZEKLI, R. see KULIK, R. |
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TAMAKI, M. |
Optimal stopping on trajectories
and the ballot Problem |
946-959 |
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TANG, M. AND WATERMAN, M. S. |
Local matching of random restriction
maps |
335-356 |
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TONG, H. see ZHANG, Z. |
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TSAKLIDIS, G. see KIPOURIDIS, I. |
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TWEEDIE, R. L. see JARNER, S. F. |
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VAGGELATOU, E. see CHRYSSAPHINOU, O. |
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VAN DOORN, E. A. see COOLEN-SCHRIJNER, P. |
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VELLAISAMY, P. AND PUNNEN, A. P. |
On the nature of the binomial
distribution |
36-44 |
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WANG, L. see PÖTZELBERGER, K. |
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WATERMAN, M. S. see TANG, M. |
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WU, S. S. see MO, C. T. C. |
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XIE, M. see CUI, L. |
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YAN, P. see DUNCAN, T. E. |
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YAN, Y. see DUNCAN, T. E. |
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YANEV, N. M. see MITOV, K. V. |
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YANG, M. C. K. see MO, C. T. C. |
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YANG, W. S. AND CHAE, K. C. |
A note on the GI/M/1
queue with Poisson negative arrivals |
1081-1085 |
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ZHANG, Y.-H. |
Strong ergodicity for single-birth
processes |
270-277 |
|
ZHANG, Z. AND TONG, H. |
On some distributional properties
of a first-order nonnegative bilinear time series model |
659-671 |
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