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SUMMARY:Selection of the Regularization Parameter in Graphical Models usin
 g Network Characteristics - Natalia Bochkina (University of Edinburgh)
DTSTART:20160727T130000Z
DTEND:20160727T133000Z
UID:TALK66860@talks.cam.ac.uk
CONTACT:INI IT
DESCRIPTION:We study gene interaction networks using Gaussian graphical mo
 dels that represent the underlying graph structure of conditional dependen
 ce between random variables determined by their partial correlation or pre
 cision matrix. In a high dimensional setting\, the precision matrix is est
 imated using penalized likelihood by adding a penalization term which cont
 rols the amount of sparsity in the precision matrix and totally characteri
 zes the complexity and structure of the graph. The most commonly used pena
 lization term is the L1 norm of the precision matrix scaled by the regular
 ization parameter which determines the tradeoff between sparsity of the gr
 aph and fit to the data. We propose several procedures to select the regul
 arization parameter in the estimation of graphical models that focus on re
 covering reliably the appropriate network characteristic of the graph\, an
 d discuss their Bayesian interpretation. Performance is illustrated on sim
 ulated data as well as on colon tumor gene expression data. This work is e
 xtended to reconstructing a differential network between two paired groups
  of samples.  &nbsp\;  <span>&nbsp\; <br><br>This is joint work with with 
 Adria Caballe Mestres (University of Edinburgh and Biomathematics and Stat
 istics Scotland) and Claus Mayer (Biomathematics and Statistics Scotland).
 </span>
LOCATION:Seminar Room 1\, Newton Institute
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