Thursday, February 02, 2023, 10:00 - Friday, February 03, 2023, 13:00
Liefmannhaus, Goethestrasse 35, 79098 Freiburg im Breisgau, Germany
Aim of this small and interactive two day workshop is to bring together users and developers of algorithms for nonlinear mixed integer optimal control problems, mostly from the University of Freiburg. Besides a few external invited presentations, each participant will briefly present his/her work in the area and discuss the algorithmic progress that was achieved in the last years.
Confirmed Participants so far:
Wed 1st Feb:
14:00-15:30 Virtual meeting via Zoom with Prof. Sager - (link to the virtual room will be share, together with the material)
Thu 2nd Feb: (@Liefmannhaus in Freiburg)
10:15-11:00 Seminar "Recent Mixed Integer Optimal Control work from the Sager's group” by Dr. Clemens Zeile
11:50-12:10 "Mixed-integer challenges in prosumer heating networks" Dr. Lilli Frison
12:10-12:30 "Optimal Operation of District Heating Networks" Lukas Schmidt
12:30-14:00 Lunch break
14:00-14:45 "Methods and software for solving Mixed-Integer Nonlinear Programs in control applications" Dr. Adrian Bürger
15:10-16:00 "Mixed-Integer Optimal Control for Compressed Air Systems" Wim Van Roy and Ramin Abbasi
16:00-17:00 Collaboration and synergy session
17:00 End of Day 1
19:00 Dinner ?
Fri 3rd Feb: (@Liefmannhaus in Freiburg)
09:30-09:50 "Mathematical programs with complementarity constraints in optimal control" Armin Nurkanović
09:50-10:10 "Mixed-Integer Optimal Control of a Residential Heating Network using Linear and Nonlinear Programming Techniques" Manuel Kollmar
10:10-10:20 Coffee Break
10:20-10:40 "Voronoi-based Mixed-Integer Gauss Newton Algorithm for MINLP Arising in Optimal Control" Andrea Ghezzi
10:40-11:00 "Blended Benders-Voronoi-like Inequalities for Enforcing Descent in S-MIQP Algorithms" Prof. Dr. Moritz Diehl
11:00-11:30 Coffee Break
11:30-13:00 Collaboration and synergy session
This event is organized by Andrea Ghezzi and Moritz Diehl, for any enquiries send an email to Andrea.
This event has received funding from the European Union's Horizon 2020 research and innovation programme under the Marie Sklodowska-Curie grant agreement No. 953348.