|
Pieter Allaart |
Department of Mathematics, University of
North Texas |
Prophet inequalities for i.i.d. random
variables with random arrival times |
Prophet
Inequalities |
|
Robert J. Aumann |
Department of
Mathematics, Hebrew University of Jerusalem
|
An index of
riskiness |
Game Theory |
|
Maya Bar Hillel |
Department of Psychology,
Hebrew
University of Jerusalem |
How to detect lies with statistics |
Applied
Statistics |
|
Lawrence D. Brown |
Statistics
Department, University of Pennsylvania
|
A contemporary
view of Empirical Bayes procedures
|
Empirical Bayes Procedures |
|
Thomas F. Bruss |
Department of Mathematics, Université Libre
de Bruxelles |
A continuous time version of Robbins'
Problem (fourth classical secretary problem) |
Secretary
problems |
|
Herman Chernoff |
Department of
Statistics, Harvard University |
The effect
of fasting during Ramadan on automobile
accidents in Turkey |
Applied
Statistics |
|
Israel David |
Department of
Industrial Engineering and Management, Ben
Gurion University of the Negev |
On the
multi-item full-information secretary
problem |
Secretary problems |
|
Thomas Ferguson |
Department of
Mathematics, UCLA |
The House-Hunting Problem
Without Second Moments |
Optimal
Stopping |
|
|
Department of Statistics, University of
Connecticut |
Variable window spatial scan statistics |
Applied
Statistics |
|
Larry Goldstein |
Department of Mathematics, University of
Southern California |
A curious connection
between branching processes and optimal
stopping. |
Optimal Stopping
|
|
Eitan Greenshtein |
Statistical
and Applied Mathematical Sciences
Institute, Research Triangle Park, NC |
Estimation
of a high dimensional vector of means; A
Non-Bayesian Empirical Bayes approach |
Empirical Bayes Procedures |
|
Allan Gut |
Department of
Mathematics, Uppsala University
|
WLLN, the St
Petersburg game, CLT and Gnedenko-Raikov's
theorem |
Probability |
|
Sergiu Hart |
Center for
Rationality, Department of Mathematics and
Department of Economics, Hebrew University
of Jerusalem
|
Evolutionarily stable strategies of random
games and random points in the plane |
Game theory |
|
Theodore P. Hill |
Department of
Mathematics, Georgia Institute of
Technology |
Optimal
stopping and prophet problems: convexity and
applications |
Prophet
Inequalities |
|
Abram
Kagan |
Department of Mathematics, University of
Maryland |
Behavior of the Fisher information under
additive perturbations and properties of the
Pitman estimators in small samples |
Theory of Statistics |
|
Ioannis Karatzas |
Department of
Mathematics, Columbia University
|
Some new
approaches to the problem of optimal
stopping |
Optimal
Stopping |
|
Yuri Kifer |
Department of
Mathematics, Hebrew University of Jerusalem |
Optimal stopping and
strong approximation theorems |
Probability |
|
Abba M. Krieger |
Statistics
Department, University of Pennsylvania |
Pranks (Seriesly):
Sequential selection based on ranks |
Secretary
problems |
|
Vladimir V. Mazalov |
Institute of
Applied Mathematical Research, Karelia
Research Center |
Selection by committee in the best choice
problem with rank criterion |
Secretary
problems |
|
Isaac Meilijson |
Department of
Statistics and Operations Research, Tel
Aviv University |
The height
achieved by random walk prior to a given
drawdown |
Probability |
|
Ingram Olkin |
Department of
Statistics, Stanford University
|
Semiparametric
families for lifetime data |
Distribution
theory |
|
Emanuel Parzen |
Department of
Statistics, Texas A&M University
|
United Statistics:
parameter confidence quantiles, duality
Bayesian frequentist inference |
Bayesian
Statistics |
|
Jerome K. Percus |
Courant
Institute of Mathematical Sciences and
Department of Physics, New York University |
Inverse
Simpson Paradox (how to win without overtly
cheating) |
Theory of Statistics |
|
Ora Engelberg Percus |
Courant
Institute of Mathematical Sciences, New
York University |
Can two wrongs
make a right? Coin tossing games and
Parrondo's Paradox |
Game Theory |
|
Danny Pfefferman |
Department of
Statistics, Hebrew University of
Jerusalem and Southampton Statistical
Sciences Research Institute
|
small area prophecy of literacy under a two
part random effects model
|
Bayesian
Statistics |
|
Moshe Pollak |
Department of
Statistics, Hebrew University of Jerusalem |
Nonparametric
detection of a change |
Theory of Statistics |
|
John Preater |
Department of
Mathematics, Keele University |
Some multiple
stopping time problems |
Optimal
Stopping |
|
Ernst Presman |
Central
Economics and Mathematics Institute,
Academy of Sciences of Russia |
Randomly
evolving graphs and Gittins Type Index
Theorem |
Dynamic
Programming and Gambling |
|
Yosef Rinott |
Department of
Statistics, Hebrew University of Jerusalem |
Smoothing and
empirical Bayes methods in disclosure risk
estimation |
Empirical Bayes Procedures |
|
Uwe Saint-Mont |
Department of
Economics,
University of Applied Sciences, Nordhausen |
Mathematical
concepts: new ideas in a classical topic in
the Philosophy of Mathematics |
Theory of Statistics |
|
Marco Scarsini |
LUISS, Rome and HEC, Paris |
Simpson's
paradox for the Cox model |
Theory of Statistics |
|
Moshe Shaked |
Department of Mathematics, University of
Arizona |
Conditional
ordering and positive
dependence |
Distribution theory |
|
Larry Shepp |
Department of
Statistics, Rutgers University |
How to gamble
if you must, revisited |
Dynamic
Programming and Gambling |
|
David O. Siegmund |
Department of
Statistics, Stanford University |
The variance of the conditional probability
of the state of a hidden Markov model |
Theory of Statistics |
|
Isaac M. Sonin |
Department of
Mathematics, University of North Carolina
at Charlotte |
The
elimination algorithm for the optimal
stopping of Markov chain and its
applications |
Optimal
Stopping |
|
Wolfgang Stadje |
Department of
Mathematics, Osnabrueck University
|
A Bayesian Sequential Selection Problem |
Bayesian
Statistics |
|
Krzysztof Szajowski |
Institute of Mathematics and Computer
Science, Wroclaw University of Technology |
Bilateral approaches to optimal stopping of
random sequences. |
Secretary
problems |
|
Mitsushi Tamaki |
Department of
Business Administration, Aichi University
|
An optimal
multiple selection problem with partial
recall based on relative ranks |
Secretary
problems |
|
Benjamin Weiss |
Department of
Mathematics, Hebrew University of Jerusalem |
On universal
prediction for stationary stochastic
processes |
Probability |
|
Shelemyahu Zacks |
Department of
Mathematical Sciences, Binghamton
University |
Distributions
of stopping times for compound Poisson
processes and non-linear boundaries |
Distribution
theory |
|
Cunhui Zhang |
Department of
Statistics, Rutgers University |
Empirical Bayes and FDR |
Empirical Bayes Procedures |
|
|
|
|
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