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SUMMARY:&quot\;Better prediction by use of co-data: Adaptive group-regular
 ized ridge regression&quot\; - Dr Mark van de Wiel\, VU University Medical
  Center and VU university\, Amsterdam
DTSTART:20160322T143000Z
DTEND:20160322T153000Z
UID:TALK65252@talks.cam.ac.uk
CONTACT:Alison Quenault
DESCRIPTION:For high-dimensional settings\, we show how one can use empiri
 cal Bayes (EB) principles to estimate penalties that may differ across gro
 ups of variables. These groups are predefined using co-data\, which is aux
 iliary information available on the variables (e.g. genomic annotation or 
 external p-values). Due to the adaptive character of the penalties\, the g
 roup-wise penalties may improve predictions when the groups are indeed inf
 ormative\, while not deteriorating those when this is not the case. We pro
 vide an implementation in a classical logistic ridge regression setting. H
 owever\, we will also discuss extension of the framework to a Bayesian rid
 ge regression setting. The latter is particularly useful for obtaining cre
 dibility intervals on the predicted event probabilities. In particular a h
 ybrid EB-Full Bayes approach in combination with highest-probability densi
 ty intervals seem to have good coverage properties when the number of vari
 ables is not extremely large. Finally\, the potential for better variable 
 selection\, either by post-hoc selection or by sparse regression\, will be
  shortly considered. Several real data examples will be discussed\, in par
 ticular on cancer diagnostics using a variety of molecular data types\, su
 ch as methylation\, RNAseq and microRNAs.\n
LOCATION:Large  Seminar Room\, 1st Floor\, Institute of Public Health\, Un
 iversity Forvie Site\, Robinson Way\, Cambridge
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