Edited by: P. Iványi,  J. Logo and B.H.V. Topping
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| 1 | Structural Optimization Modeling and Simulation, organised by:
Dr M.M. Rad, Prof. R. Cucuzza, Prof. M. Domaneschi, Prof. G.C. Marano and Prof A.M.B. Martins |  | 
| 1.1 | Multi-Objective Shape Optimization
of Multi-Axis Wave Energy Converter A. Shadmani, M.R. Nikoo and A.H. Gandomi
 | 10 | 
| 1.2 | A Tractable Robust Topology Optimization for Anomalous Non-Symmetric Cases A. Csébfalvi and J. Lógó
 | 10 | 
| 1.3 | Computational framework for a family of
methods for stress-constrained topology
optimization J. Lógó, P. Tauzowski and B. Blachowski
 | 6 | 
| 1.4 | Optimisation of Pre-cast Slab Systems for
Large Span Floors and Roofs B. Raphael
 | 8 | 
| 1.5 | Construction-based optimization criteria
for steel trusses R. Cucuzza, M. Domaneschi, J.C.O. Garcia,
M.M. Rad and M. Habashneh
 | 11 | 
| 1.6 | Enhancing thermal topology optimization
with an elasto-plastic algorithm M.M. Rad, M. Habashneh, R. Cucuzza,
M. Domaneschi and J. Melchiorre
 | 7 | 
| 1.7 | Optimizing Transportation Plans of Designated Radioactive Waste Using Quantum Annealing N. Yabuki, J. Makino and T. Fukuda
 | 11 | 
| 1.8 | On design-dependent loads in a NURBS-density-based topology optimisation method E. Urso, S. Zerrouq and M. Montemurro
 | 11 | 
| 1.9 | Optimization of bowstring tied-arch concrete bridges A.M.B. Martins, L.M.C. Simoes and J.H.J.O. Negrao
 | 10 | 
| 1.10 | A surrogate model based on NURBS entities
for engineering problems B. Vuillod, M. Zani, L. Hallo, E. Panettieri and M. Montemurro
 | 12 | 
| 1.11 | SCF Prediction using the
Finite Element Method Coupled with
Sobol Sampling and Bayesian Optimization A. Mohammed, S. R. Dasari and Y. M. Desai
 | 10 | 
| 1.12 | On Filtering Techniques for
Topology Optimisation based on
B-Spline Entities S. Zerrouq and M. Montemurro
 | 10 | 
| 2 | Machine Learning-Assisted Structural Optimization, organised by 
Prof. W. Zhang, Prof. G. Yoon, Prof. A. Takezawa, Prof. S. Ryu, Prof. X. Guo, Prof. S. Youn and Prof. G. Cheng |  | 
| 2.1 | Topology optimization considering
the effect of two-phase fluid G.H. Yoon
 | 7 | 
| 2.2 | Machine-learning assisted topology optimization with structural gene inheritance W. Zhang, S.-K. Youn and X. Guo
 | 10 | 
| 2.3 | Multi-objective Optimisation
of Dynamic Properties and Cost
of a Composite Shell B. Miller and L. Ziemianski
 | 9 | 
| 2.4 | Sketch driven machine-learning
based topology optimization Y. Wang, W. Zhang, S.-K. Youn and X Guo
 | 8 | 
| 2.5 | A stepwise Bayesian updating approach
by enhancing an active learning
Gaussian process regression model J. Song and W. Zhang
 | 9 | 
| 2.6 | Topology optimization of acoustic-structural systems based on deep transfer learning framework for enhancing sound quality L. Xu, W.S. Zhang and X. Guo
 | 11 | 
| 3 | Modelling Cementitious Composites Behaviour Aided with Machine Learning, organised by
Dr S. Czarnecki, Prof. L. Sadowski and S. Malazdrewicz |  | 
| 3.1 | Eco-friendly mortars with granite powder
and fly ash and their prediction
with artificial neural networks S. Malazdrewicz and L. Sadowski
 | 9 | 
| 3.2 | A Comparison of Neural Networks and
Random Forest for predicting the subsurface
tensile strength of cementitious composites
containing waste materials S. Czarnecki and M. Moj
 | 9 | 
| 4 | Scientific Machine Learning (PINNs), organised by Prof. T. Rabczuk, Dr. C. Anitescu and Prof. F. Magoules |  | 
| 4.1 | Domain decomposition deep energy method
for phase field analysis in brittle fracture A. Chakraborty, C. Anitescu, S. Goswami, X. Zhuang and T. Rabczuk
 | 10 | 
| 4.2 | Physics-Informed Graph Convolutional
Networks: Towards a generalized framework
for complex geometries M. Chenaud, F. Magoules and J. Alves
 | 0 | 
| 4.3 | Deep Learning Approach to Predict Acoustic Field in Transcranial Focused Ultrasound M. Jang, M. Choi, I. Jeong, S.S Yoo, K. Yoon and G. Noh
 | 7 | 
| 5 | Advanced lightweight structural design, organised by 
Prof. W. Zhang,
Assoc. Prof. L. Meng, 
Assoc. Prof. M. Bruggi, and
Assoc. Prof. M. Langelaar |  | 
| 5.1 | Shedding light on the impact-resisting mechanism
of tension-torsion coupling metamaterials L. Meng and M. Zhong
 | 11 | 
| 5.2 | Form-finding of reticulated shells for
a given plan layout with geometric constraints M. Bruggi, B. Toth and J. Logo
 | 8 | 
| 5.3 | Revisiting the Fibonacci spiral pattern
for stiffening rib design L. Meng and J. Zhang
 | 10 | 
| 5.4 | The effect of non-locality (or size-dependency) on optimum topologies (or material layouts) M. Tuna, P. Trovalusci and N. Fantuzzi
 | 10 |