==Call for Papers

PGM 2016 is the eight edition of the International Conference
on Probabilistic Graphical Models. It will take place in Lugano
(Switzerland) between the 6th and the 9th of September 2016.
The site of the conference is http://pgm.idsia.ch.

It welcomes contributions on all aspects of graphical models
including probabilistic reasoning, decision making, learning
and data mining. It welcomes both theoretical and applied
contributions.

Due to several requests the paper submission deadline has
been extended to June 3, 2016.

==Important Dates

Friday, June 3, 2016: Paper submssion (extended) deadline.
Friday, July 1, 2016: Author notification.
Friday, July 15, 2016: Camera-ready copy due.

==Submissions

The instructions for submission and the author kit are available
here: http://www2.idsia.ch/cms/pgm/submissions/
The page limit is 12 pages in the JMLR style.
Each submission will be double-blind reviewed by three referees.
It will be up to the authors to ensure the proper anonymization of their paper.

==JMLR Proceedings

The conference proceedings will be published in the proceedings
track (http://jmlr.csail.mit.edu/proceedings) of the Journal of
Machine Learning Research (JMLR).

==IJAR Special Issue

Selected papers will be invited to be extended and then submitted
to a special issue of the International Journal of Approximate Reasoning (IJAR).

==Invited Speakers and Tutorials

We are pleased to have three distinguished invited speakers.
Guido Consonni is Professor of Statistics at Università
Cattolica del Sacro Cuore, Milan, Italy. His current research
topics are in the area of: model selection, graphical models
and Bayesian networks, objective Bayesian analysis, models
for high-dimensional data, hierarchical models. He is Chair
of the Objective Bayes Section of the International Society
for Bayesian Analysis (ISBA).

Prof. Consonni will give a talk titled "Bayesian Selection
of Essential Graphical Models".

Fabio G. Cozman is Professor at Universidade de São Paulo,
Brazil. He works with probabilistic reasoning and machine
learning, with a special interest in formalisms that extend
probability theory. He has served, among other activities,
as Program and General Chair of the Conf. on Uncertainty in
Artificial Intelligence, Area Chair (Machine Learning track)
of the Int. Joint Conf. on Artificial Intelligence, and as
member of the Editorial Board of the Artificial Intelligence
Journal, as well as Associate Editor of the Journal of
Artificial Intelligence Research and of the Journal of
Approximate Reasoning.

Prof. Cozman will give a talk titled "The Finite Model
Theory of Bayesian Networks: An Invitation".

Adnan Darwiche is Professor and former Chairman of the Computer
Science Department at UCLA. His research focuses on the theory
and practice of symbolic and probabilistic reasoning, with
recent applications to machine learning. He served as
editor-in-chief of the Journal of Artificial Intelligence
Research (JAIR) and is an AAAI fellow. He is also author of
"Modeling and Reasoning with Bayesian Networks", published by
Cambridge University Press in 2009.

Prof. Darwiche will give a talk titled "Learning Arithmetic
Circuits with Background Knowledge".

==Tutorials

We will have two tutorials.

"Computational Complexity of Bayesian Networks and Markov Random
Fields", by Cassio P. de Campos, Reader at Queen’s University
Belfast, UK and Johan Kwisthout, Senior staff member in the
Artificial Intelligence Program at Radboud University, and
postdoc in the Donders Center for Cognition.

"Learning Sum-Product Networks", by Nicola Di Mauro, Professor at
the University of Bari, Italy, and by Antonio Vergari, PhD student
at the University of Bari. This tutorial is an ECCAI invited talk,
supported by the ECCAI conference sponsorship program.

_________________________________

Alessandro Antonucci
IDSIA
Dalle Molle Institute
for Artificial Intelligence
Via Cantonale (Galleria 2)
CH-6928, Manno-Lugano, CH

mail: alessan...@idsia.ch
skype: alessandro.antonucci
tel: +41 916108515
web: www.idsia.ch/~alessandro
_________________________________

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