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-------- Messaggio Inoltrato --------
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<td>Annuncio: 66th Workshop "Advances in Convex Analysis and
Optimization", Erice, July 5-12, 2016</td>
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<th align="RIGHT" valign="BASELINE" nowrap="nowrap">Data: </th>
<td>Wed, 25 Nov 2015 14:47:32 +0100</td>
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<th align="RIGHT" valign="BASELINE" nowrap="nowrap">Mittente:
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<td><a class="moz-txt-link-abbreviated" href="mailto:annamaria.barbagallo@unina.it">annamaria.barbagallo@unina.it</a></td>
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<td><a class="moz-txt-link-abbreviated" href="mailto:annamaria.barbagallo@unina.it">annamaria.barbagallo@unina.it</a></td>
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<pre>Chiarissimo Direttore,
Le chiedo gentilmente, a nome del Comitato Organizzatore, di
diffondere nel Suo Dipartimento lannuncio del 66th Workshop Advances
in Convex Analysis and Optimization che si svolgerà presso il Centro
Ettore Majorana, Erice dal 5 al 12 luglio 2016. Invio in allegato il
manifesto del workshop.
Nel ringraziarLa colgo loccasione di porgere cordiali saluti.
Annamaria Barbagallo
INTERNATIONAL SCHOOL OF MATHEMATICS «GUIDO STAMPACCHIA»
66th International Workshop: ADVANCES IN CONVEX ANALYSIS AND OPTIMIZATION
ERICE SICILY: 5 12 JULY 2016
The 66th International Workshop: ADVANCES IN CONVEX ANALYSIS AND OPTIMIZATION
will take place in July 5 12, 2016 at Ettore Majorana Foundation
and Center for Scientific Culture located in Erice, Sicily, Italy.
The aim of the Workshop is to review and discuss recent developments
of the theory of Convex Analysis and Optimization and to provide a
forum for fruitful interactions in closely related fields of research
and their applications.
Optimization is a rich and thriving mathematical discipline.
Properties of minimizers and maximizers of functions rely in an
essential way on richness of techniques from mathematical analysis,
including tools from calculus and its generalizations, topology, and
geometry. The theory underlying current computational optimization
techniques grows evermore: sophisticated duality-based algorithms,
interior point methods, and control-theoretic applications are typical
examples. The powerful and elegant language of convex analysis unifies
much of this theory.
Many important analytic problems have illuminating optimization
formulations and hence can be approached through main variational
tools: subgradients and optimality conditions, the many forms of
duality, metric regularity and so forth. More generally, the idea of
convexity is central to the transition from classical analysis to
various branches of modern analysis: from linear to nonlinear
analysis, from smooth to nonsmooth, from the study of functions to
multifunctions and has important applications in optimal control,
mathematical economics, and other areas of infinite-dimensional
optimization.
Particular emphasis will be placed on novel ideas and promising
research developments.
Specific topics of interest are (but not limited to):
- Nonlinear Optimization
- Stochastic Optimization
- Variational Inequalities
- Differential Inclusions
- Differential Variational Inequalities
- Optimization for Imaging
- Optimization for Finance
- Optimal Transportation Theory
- Optimization for Machine Learning
- Convex, Nonsmooth and Energy Optimization
- Optimization and Dynamical Systems
- Equilibrium Problems
Confirmed plenary speakers:
S. ADLY, Université de Limoges, FR
H. ATTOUCH, Université Montpellier, FR
R.I. BOT, University of Vienna, AT
G. BUTTAZZO, University of Pisa, IT
P. CANNARSA, University of Rome Tor Vergata, IT
P.L. COMBETTES, Université Pierre et Marie Curie (Paris 6), FR
A. DANIILIDIS, Universidad de Chile, CL
M.B. DONATO, University of Messina, IT
N. FUSCO, University of Naples Federico II, IT
S. GAUBERT, INRIA Saclay and CMAP École Polytechnique, Palaiseau, FR
M. HINTERMÜLLER, Humboldt-Universität, DE
W. KRYSZEWSKI, Nicolaus Copernicus University in Toruń, PL
M. LASSONDE, Université des Antilles et de la Guyane, FR
A.S. LEWIS, Cornell University, USA
T. LORENZ, RheinMain University of Applied Sciences, DE
L. MALLOZZI, University of Naples Federico II, IT
S. MARANO, University of Catania, IT
B. MORDUKHOVICH, Wayne State University, USA
T. PENNANEN, Kings College London, UK
A. PORRETTA, University of Rome Tor Vergata, IT
J. PUERTO, Universidad de Sevilla, ES
M. QUINCAMPOIX, Université de Brest, FR
M.A. RAGUSA, University of Catania, IT
L. ROSASCO, University of Genoa, IT, and Massachusetts Institute of
Technology, USA
C. SBORDONE, University of Naples Federico II, IT
M. THÉRA, Université de Limoges, FR
L. THIBAULT, Université Montpellier, FR
C. ZALINESCU, University Al. I. Cuza Iasi, RO
APPLICATIONS
Persons wishing to attend the Workshop or give a short communication
should apply by sending an e-mail to the Co-Director of the Workshop:
Professor Annamaria BARBAGALLO
Department of Mathematics and Applications R. Caccioppoli,
University of Naples Federico II, Via Cinthia 80126 Naples, IT
e-mail: <a class="moz-txt-link-abbreviated" href="mailto:annamaria.barbagallo@unina.it">annamaria.barbagallo@unina.it</a>
They should specify: date and place of birth, together with current
nationality; affiliation; address; e-mail address.
Additional information about the Workshop can be found at the
following address: <a class="moz-txt-link-freetext" href="http://www.dma.unina.it/CAO2016">http://www.dma.unina.it/CAO2016</a>
Closing Date for Applications: 31 May 2016
DIRECTORS OF THE WORKSHOP
Annamaria BARBAGALLO, University of Naples Federico II, IT
Hélène FRANKOWSKA, CNRS and Université Pierre et Marie Curie (Paris 6), FR
Gioconda MOSCARIELLO, University of Naples Federico II, IT
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