We would like to thank all the ISCSO 2021 participants for their contributions to the event. The winner of ISCSO 2021 is Team Pantheon from METU, Turkey and University of Rochester, USA. The optimum solution reported by the winning team is
Registration
Registration for ISCSO 2023 is now closed. The list of registered participants is available in the table below. Please don’t hesitate to Contact Us if you have any questions regarding your registration. .
Optimization Problem and Winner of ISCSO 2021
Problem Definition The three-dimensional steel truss structure shown below is composed of 345 members and 105 nodes (including 15 supported nodes). Sizing optimization of this truss is considered. The topology of the truss (i.e., the way that the nodes are
Winner of ISCSO 2019
We would like to thank all the ISCSO 2019 participants for their contributions to the event. The winner of ISCSO 2019 is Kazuki Hayashi from Kyoto University, Japan. You may find the optimum solution, reported by the winner, below. Congratulations Kazuki!
Optimization Problem and Winner of ISCSO 2019
Problem Definition The three-dimensional steel truss structure shown below is composed of 260 members and 76 nodes. Sizing and shape optimization of this truss is considered. The topology of the truss (i.e. the way that the nodes are connected to
Winner of ISCSO 2018
We would like to thank all the ISCSO 2018 participants for their contributions to the event. The winner of ISCSO 2018 is Team EvoMDO from University of New South Wales (UNSW) Canberra, Australia. You may find the optimum solution, reported
Optimization Problem and Winner of ISCSO 2018
Problem Definition The three-dimensional steel truss structure shown below is composed of 314 members and 84 nodes. Sizing and shape optimization of this truss is considered. The topology of the truss (i.e. the way that the nodes are connected to
Committee
Winner of ISCSO 2017
We would like to thank all the ISCSO 2017 participants for their contributions to the event. The winner of ISCSO 2017 is Team COIN from Michigan State University, United States. You may find the optimum solution, reported by the winner,
Optimization Problem and Winner of ISCSO 2017
Problem Definition The three-dimensional steel truss structure shown below is composed of 198 members and 52 nodes. Sizing and shape optimization of this truss is considered. The topology of the truss (i.e. the way that the nodes are connected to