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Project: MINO - Mixed Integer Nonlinear Optimiza...

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Title:	MINO - Mixed Integer Nonlinear Optimization
Description:
Keywords:	Nonlinear Optimization, Graph Algorithms

Title:	MINO - Mixed Integer Nonlinear Optimization
Description:
Keywords:	Graph Algorithms, Nonlinear Optimization

Short title:	n.a.
Period:	01.11.2012 - 31.12.2017
Contact e-mail:	franz.rendl@aau.at
Homepage:	http://www.mino-itn.unibo.it

Employees

Role

Time period

(internal)

Project leader
Contact person

01.11.2012 - 31.10.2016
01.11.2012 - 31.10.2016

(internal)

Research staff

01.11.2012 - 31.10.2016

(internal)

Research staff

01.11.2012 - 31.10.2016

Assignment

Organisational unit

Fakultät für Technische Wissenschaften

Categorisation

Project type	Research funding (on request / by call for proposals)
Funding type	§27
Research type	Fundamental research Applied research
Subject areas	101015 - Operations research
Research Cluster	No research Research Cluster selected
Gender aspects	0%
Project focus	Science to Science (Quality indicator: I) Classification raster of the assigned organisational units: Institut für Mathematik
working groups	No working group selected

Funding

Funding program

Cooperations

Organisation

Address

Via Zamboni 33
IT - 40126 Bologna

Piazzale Aldo Moro 7
IT - 00185 Roma

NL Amsterdam

CH Zürich

IT - 20090 Segrate (MI)

IT - 55100 Lucca

NL Zoetermeer

DE Dortmund

BE Louvain-la-Neuve

DE Cologne

DE Erlangen-Nürnberg

Research activities

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Projects	No related projects
Publications	A Coordinate Ascent Method for Solving Semidefinite Relaxations of Non-convex Quadratic Integer Programs A Coordinate Ascent Method for Solving Semidefinite Relaxations of Non-convex Quadratic Integer Programs (2016) C. Buchheim, M. Montenegro, A. Wiegele Combinatorial Optimization No Publisher selected to publication
Events	No related events
Lectures	Exact Subgraph Relaxations for Max-Cut Exact Subgraph Relaxations for Max-Cut M. Duda Österreich since 30.03.2015 To Lecture A coordinate ascent method for solving semidefinite relaxations of non-convex quadratic integer programs A coordinate ascent method for solving semidefinite relaxations of non-convex quadratic integer programs A. Wiegele Österreich since 16.05.2016 To Lecture Exact Subgraph Relaxations for Max-Cut Exact Subgraph Relaxations for Max-Cut M. Duda Österreich since 19.10.2015 To Lecture Semidefinite Programming Relaxations for Bandwidth and Vertex Separators in Graphs Semidefinite Programming Relaxations for Bandwidth and Vertex Separators in Graphs F. Rendl Österreich since 31.03.2015 To Lecture Exact Subgraph Relaxations for Max-Cut Exact Subgraph Relaxations for Max-Cut M. Duda Österreich since 15.05.2015 To Lecture Exact Subgraph Relaxations for Max-Cut Exact Subgraph Relaxations for Max-Cut M. Duda Österreich since 24.11.2015 To Lecture Semidefinite Relaxations Based on Exact Subgraphs Semidefinite Relaxations Based on Exact Subgraphs M. Duda Österreich since 08.04.2014 To Lecture