Statistics and Operation Research Seminars 1999,
Department of Economics, Pompeu Fabra University
Schedule.
October 28, 16:00, Room B30. Gabriele Fiorentini (Universitat d'Alacant):Exact likelihood-based estimation of conditionally heteroskedastic factor models
November 11, 17:30, Room B25 András Antos (Computer and Automation Research Institute, Budapest): "Lower bounds for the rate of convergence in
nonparametric pattern recognition"
November 22, 17:30, Room B25 M. Koda(U. Tsukuba, Japan): "Stochastic Neural Network Formulation using SDE"
November 25, 17:30, Room B25 Santiago Velilla (Universidad Carlos III de Madrid):"Variable Deletion, Confidence Regions and Bootstrapping in Linear Regression"
December 2, Alberto Maydeu (University of Barcelona): "Thurstonian Modeling of Ranking Data via Mean and Covariance Strructure
Analysis"
December 16, 17:30, Room B25 Alfredo Ibáñez (ITAM, Mexico)Monte Carlo valuation of american options through computation of the optimal exercise frontier
February 4, 17:30, Room 137
Jai Heui Kim (PUSAN NATIONAL UNIVERSITY, Korea)Stochastic integrals of set-valued processes
Abstract: This will be an expository talk where we will define the stochastic
integrals of a set valued process and a fuzzy process with respect to
cylindrical Brownian motion on a Hilbert space. We will also discuss some
of its properties which are useful for the study of fuzzy stochastic
differential equations.
February 10, Room 101, 17:30
Ricardo Cao (UNIVERSIDADE DA CORUÑA) Estimadores de Kaplan-Meier y Nelson-Aalen presuavizados
Abstract:
En este trabajo se introduce una modificación de los estimadores de
Kaplan-Meier y Nelson-Aalen en el modelo de censura aleatoria por la
derecha, vía la estimación no paramétrica de la regresión. Se prueba la
normalidad asintótica de los estimadores, dejando patente la ganancia de
segundo orden en su eficiencia, lo cual también se refleja en un estudio
de simulación.
March 9, 17:30, Room 101, Roger de Llúria
Ivailo Partchev
(Sofia University, Bulgaria and University of Jena, Germany)Some simple strategies to explore public opinion in countries
about which we know little or nothing:
a look at the empirical evidence
Abstract:
The question is how to go about doing public opinion research in countries
we know little or nothing about. One such country is Albania, a country
in which I have conducted political research. I was surprised to see that
my attempts to explore the political scene had sometimes done a better job
at revealing the identity of local politicians and predicting their behaviou
r
than other examples of political research. This has given me insight into
some possible sources of error in empirical social research.
In this talk, I outline the strategy used in the Albanian polls:
1. Identify politically relevant entities -- parties, politicians,
institutions, media, and events -- on which simple questions can be asked.
2. Use a combination of multiple- and single-choice questions to find out
which of these entities are really important politically.
3. Use multiple correspondence analysis or simpler multivariate techniques
to identify groupings among entities of a kind -- politicians, parties,
newspapers etc.
4. Use simple and multiple correspondence analysis to link entities of
different kinds -- e.g. parties to politicians.
5. If possible, compare results with experience from other countries,
watching out for occasions where data analysis techniques seem to behave
strangely.
And, as a general conclusion: while political concepts and theories do not
belong in questionnaires at all, they should better be avoided in interviews
with local politicians and analysts as well. Subtle differences in meaning
can cause much trouble in subsequent analysis.
March 16, 13:30, Room 137, Jaume I.
Antonio Cabrales, Walter García-Fontes (POMPEU FABRA UNIVERSITY)Estimating learning models from experimental data
Abstract:
We study two procedures that are commonly used to obtain parameters
of learning models from experimental data: the quadratic deviation
method (or QDM) and maximum likelihood. We show that both methods
give asymptotically consistent estimators and provide the asymptotic
variance-covariance matrix, which is typically not given in studies that
make use of the QDM. Using Monte Carlo analysis we show that both
methods give seriously biased estimates in samples which have the
typical length of actual experiments.
April 6, 17:30, Room 107, Jaume I.
Marc Saez (UNIVERSITAT DE GIRONA)A modified pseudo-quasi likelihood method to fit generalized linear
mixed models
May 11, 17:30, Room B26, Jaume I.
Rosemarie Nagel and Albert Satorra One, two, (three), infinity: lab and newspaper experiments
with a beauty contest (Joint work with
Antoni Bosch and Jose Garcia-Montalvo.)
May 16, 12:00 Room 137 Jaume I.
Stephen PollockFrequency-Domain Methods for Detrended Data
May 23, 12:00 Room 233 Jaume I.
Nicholas T. Longford
Department of Medical Statistics
De Montfort University, England
Synthetic estimation and model selection
Abstract:
The general problem of combining several estimators of the same
parameter
vector is considered. Such a synthetic estimator is in many settings
far
superior to the most efficient of the constituent estimators or to
various
estimators derived by hypothesis testing. This will be illustrated on
two examples: prediction based on ordinary regression, and the problem of
carryover in 2x2 crossover trials. It will be emphasized that instead
of relying on a single model from which various estimates are derived, each
estimand be considered separately.
Márta Pintér (TECHNICAL UNIVERSITY OF BUDAPEST) Prediction from randomly right censored data
Abstract: Let $X$ be a random vector taking values in
$\R^d$,
let $Y$ be a bounded random variable, and let
$C$
be a right censoring random variable operating on
$Y$.
It is assumed that $C$ is independent of $(X,Y)$ and
the distribution function of $C$ is continuous.
Let $m(x):= \EXP \{ Y | X=x \} $ be the regression function.
In many, e.g. medical, studies it is not possible to observe a sample
of $(X,Y)$.
In case of right censoring
a sample
$\{ X_i, Z_i, \delta_i \}_{i=1}^n$ is given, where $Z_i=\min\{ Y_i,C_i\}$ and
$\delta_i=I_{[Y_i \leq C_i]}$.
Based on the data
and a vector of covariates $X$, we want to construct
an estimate of the regression function.
We modify regression estimates that are consistent in the uncensored
case
(kernel, partitioning, nearest neighbor,
least squares and
smoothing spline estimates) and show
that in the right random censoring model
these modified estimates are consistent.