Choosing a good histogram
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If you have a question about this talk, please contact Richard Nickl.
Histograms are probably among the most
simple and popular estimators. They are
widely used in science, especially
by non-statisticians, in view of estimating
densities (or intensities of point processes).
To build a good histogram, one needs
to partition the data in a suitable way
which turns out to be a tricky problem. Given a
(possibly large) family of candidate
partitions, how can we select a suitable one
on which our histogram will be as close as
possible to the unknown density?
Besides, are there families of partitions
one should consider preferably? These
are some of the questions we shall try
to answer in this talk by adopting a
non-asymptotic point of view.
This talk is part of the Statistics series.
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