University of Jyväskylä Faculty of Information Technology

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University of Jyväskylä Dept. of Mathematical Information Technology
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University of Jyväskylä Faculty of Information Technology Optimointiryhmä Research Group in Industrial Optimization http://www.mit.jyu.fi/optgroup/ University of Jyväskylä Faculty of Information Technology Kaisa Miettinen Prof. in Industrial Optimization kaisa.miettinen@jyu.fi

People 1 professor Senior researcher Post docs Doctoral students FiDiPro 2015-2017 Often visitors (2 weeks – 6 moths) A lot of mobility National and international collaboration, so far in 2018 6 papers, 4 coll&proc papers, 1 special issue In 2017 10 visitors & 6 visits in 2009 7 conf talks Societies and networks International Society on MCDM, EMO Steering Group, Int. Soc. on Global Opt., EUROPT, FORS

Primary areas of interest Applications Software Methods Theory Nonlinear multiobjective optimization Multiple criteria decision making Global optimization and evolutionary algorithms Hybrid approaches Software development Industrial applications Simulation-based and data-driven decision support Application fields

Research topics I Interactive multiobjective optimization Method development including Nonconvex Pareto Navigator, family of NAUTILUS methods DESDEO: http://www.mit.jyu.fi/optgroup/desdeo.html Open source framework for interactive methods Surrogate-assisted algorithms for computationally expensive problems Scalarization-based: Surrogate-ASF, ANOVA-MOP Evolutionary: K-RVEA, interactive K-RVEA Robust multiobjective optimization Interactive methods for communicating robustness to decision maker (uncertainty in variables or multipliers)

Research topics II Data-driven decision support with applications Inventory management Forest treatment planning DUI punishing and project pricing Industrial applications Optimal shape design in tractor cabin Emerging areas Incorporating machine learning tools Explainable artificial intelligence DEMO - http://www.jyu.fi/demo Thematic research area Decision Analytics utilizing Causal Models and Multiobjective Optimization