Master data

Title: MINO/COST Spring School on Convex Optimization and Applications
Description: Energy Production and Distribution (EP&D) is among the biggest challenges of our time, since energy is a scarce resource whose efficient production and fair distribution is associated with many technical, economical, political and ethical issues like environmental protection and people health. EP&D networks have rapidly increased their size and complexity, e.g. with the introduction and interconnection of markets within the EU. Thus, there is an increasing need of systems supporting the operational, regulatory and design decisions through a highly inter-disciplinary approach, where experts of all the concerned fields contribute to the definition of appropriate mathematical models. This is particularly challenging because these models require the simultaneous use of many different mathematical optimization tools and the verification by experts of the underlying engineering and financial issues. The COST framework is instrumental for this Action to be able to coordinate the inter-disciplinary efforts of scientists and industrial players at the European level.
Keywords: Convex Optimisation
Short title:
City: Klagenfurt
Country: Austria
Period: 07.04.2014 - 11.04.2014
Veranstaltungsstatus:
Contact e-mail: -
Homepage: http://cost2014.aau.at

Organizers

Categorisation

Funding type §27
Event type
  • Workshop
Subject areas
  • 101020 - Technical mathematics
Research Cluster No research Research Cluster selected
Group of participants No group of participants selected
Event focus
  • Science to Science (Quality indicator: I)
Classification raster of the assigned organisational units:
working groups No working group selected

Funding

Funding program
COST Association
Organisation: COST Association - European Cooperation in Science and Technology

Cooperations

No partner organisations selected

Lectures of the event

Semidefinite Optimization: Algorithms
Semidefinite Optimization: Algorithms

A. Wiegele
Österreich
since 08.04.2014

To Lecture
Semidefinite Relaxations Based on Exact Subgraphs
Semidefinite Relaxations Based on Exact Subgraphs

M. Duda
Österreich
since 08.04.2014

To Lecture