Project Euclid
mathematics and statistics online
Help
Contact
RSS
Log in
All
-----
Title
Author(s)
Abstract
Subject
Keyword
All Fields
Full Text
-----
About
or
Browse by
Title
Publisher
Discipline
About
News and events
Governance
Advisory Board
Project Euclid publishers
Policies
Ways to support Project Euclid
Contact Project Euclid
for Researchers
Manage my account
Accessing Project Euclid
Access levels
Pay-per-view and print-on-demand
for Librarians
Manage my account
Access levels
Collections, titles, and ordering
Librarian tools
for Publishers
Manage my account
Why partner with Project Euclid?
Benefits of Euclid Prime
Features of Project Euclid
Discovery service partners
Alloy — A Publishing Services Alliance
Publisher tools
Annals of Applied Probability
Info
Current issue
All issues
Search
Ann. Appl. Probab.
← Previous issue
Next issue →
Volume 19, Number 2
April 2009
Select/deselect all
Export citations
Frontmatter
Table of Contents
Abstract
Enhanced PDF
Editorial Board
Abstract
Enhanced PDF
Special invited paper
Coexistence in stochastic spatial models
Rick Durrett
; 477 - 496
More by Rick Durrett
Search this author in:
Google Scholar
Project Euclid
Abstract
Enhanced PDF
Articles
Rate of relaxation for a mean-field zero-range process
Benjamin T. Graham
; 497 - 520
More by Benjamin T. Graham
Search this author in:
Google Scholar
Project Euclid
Abstract
Enhanced PDF
Critically loaded queueing models that are throughput suboptimal
Rami Atar
and
Gennady Shaikhet
; 521 - 555
More by Rami Atar
Search this author in:
Google Scholar
Project Euclid
More by Gennady Shaikhet
Search this author in:
Google Scholar
Project Euclid
Abstract
Enhanced PDF
Portfolio choice with jumps: A closed-form solution
Yacine Aït-Sahalia
,
Julio Cacho-Diaz
, and
T. R. Hurd
; 556 - 584
More by Yacine Aït-Sahalia
Search this author in:
Google Scholar
Project Euclid
More by Julio Cacho-Diaz
Search this author in:
Google Scholar
Project Euclid
More by T. R. Hurd
Search this author in:
Google Scholar
Project Euclid
Abstract
Enhanced PDF
The asymptotic distribution of a cluster-index for i.i.d. normal random variables
Yannis G. Yatracos
; 585 - 595
More by Yannis G. Yatracos
Search this author in:
Google Scholar
Project Euclid
Abstract
Enhanced PDF
No arbitrage without semimartingales
Robert A. Jarrow
,
Philip Protter
, and
Hasanjan Sayit
; 596 - 616
More by Robert A. Jarrow
Search this author in:
Google Scholar
Project Euclid
More by Philip Protter
Search this author in:
Google Scholar
Project Euclid
More by Hasanjan Sayit
Search this author in:
Google Scholar
Project Euclid
Abstract
Enhanced PDF
Conditions for rapid mixing of parallel and simulated tempering on multimodal distributions
Dawn B. Woodard
,
Scott C. Schmidler
, and
Mark Huber
; 617 - 640
More by Dawn B. Woodard
Search this author in:
Google Scholar
Project Euclid
More by Scott C. Schmidler
Search this author in:
Google Scholar
Project Euclid
More by Mark Huber
Search this author in:
Google Scholar
Project Euclid
Abstract
Enhanced PDF
Capacitive flows on a 2D random net
Olivier Garet
; 641 - 660
More by Olivier Garet
Search this author in:
Google Scholar
Project Euclid
Abstract
Enhanced PDF
A central limit theorem via differential equations
Taral Guldahl Seierstad
; 661 - 675
More by Taral Guldahl Seierstad
Search this author in:
Google Scholar
Project Euclid
Abstract
Enhanced PDF
A waiting time problem arising from the study of multi-stage carcinogenesis
Rick Durrett
,
Deena Schmidt
, and
Jason Schweinsberg
; 676 - 718
More by Rick Durrett
Search this author in:
Google Scholar
Project Euclid
More by Deena Schmidt
Search this author in:
Google Scholar
Project Euclid
More by Jason Schweinsberg
Search this author in:
Google Scholar
Project Euclid
Abstract
Enhanced PDF
Poisson–Voronoi approximation
Matthias Heveling
and
Matthias Reitzner
; 719 - 736
More by Matthias Heveling
Search this author in:
Google Scholar
Project Euclid
More by Matthias Reitzner
Search this author in:
Google Scholar
Project Euclid
Abstract
Enhanced PDF
Rates of convergence of some multivariate Markov chains with polynomial eigenfunctions
Kshitij Khare
and
Hua Zhou
; 737 - 777
More by Kshitij Khare
Search this author in:
Google Scholar
Project Euclid
More by Hua Zhou
Search this author in:
Google Scholar
Project Euclid
Abstract
Enhanced PDF
Tree based functional expansions for Feynman–Kac particle models
Pierre Del Moral
,
Frédéric Patras
, and
Sylvain Rubenthaler
; 778 - 825
More by Pierre Del Moral
Search this author in:
Google Scholar
Project Euclid
More by Frédéric Patras
Search this author in:
Google Scholar
Project Euclid
More by Sylvain Rubenthaler
Search this author in:
Google Scholar
Project Euclid
Abstract
Enhanced PDF
On large deviation regimes for random media models
M. Cranston
,
D. Gauthier
, and
T. S. Mountford
; 826 - 862
More by M. Cranston
Search this author in:
Google Scholar
Project Euclid
More by D. Gauthier
Search this author in:
Google Scholar
Project Euclid
More by T. S. Mountford
Search this author in:
Google Scholar
Project Euclid
Abstract
Enhanced PDF
Select/deselect all
Export citations
Export citations
Format:
Text (BibTeX)
Text (printer-friendly)
RIS (EndNote, ProCite, Reference Manager)
Delivery Method:
Download
Email
Please enter a valid email address.
Email sent.
© 2020 Institute of Mathematical Statistics
Top
The Institute of Mathematical Statistics
Editorial Board
For Authors
Subscriptions
First Online
Future Papers
New content alerts
Email
RSS ToC
RSS Article
You have access to this content.
You have partial access to this content.
You do not have access to this content.
Turn Off MathJax
What is MathJax?
