2024

1. Abdollahi, A., Shahraki, H., Faes, M., Rashki, M. (2024)
   Soft Monte Carlo Simulation for imprecise probability estimation: A dimension reduction-based approach
   Structural Safety
   Volume 106, January 2024, 102391
   10.1016/j.strusafe.2023.102391
   
    
2. Song, J.,  Cui, Y., Wei, P., Valdebenito, M., Zhang, W. (2024)
   Constrained Bayesian optimization algorithms for estimating design points in structural reliability analysis
   Reliability Engineering & System Safety
   Volume 241, January 2024, 109613
   10.1016/j.ress.2023.109613
   preprint (available for download)

2023

1. Böddecker, M., Faes, M., Menzel, A., Valdebenito, M. (2023).
   Effect of uncertainty of material parameters on stress triaxiality and Lode angle in finite elasto-plasticity - a variance-based global sensitivity analysis.
   Advances in Industrial and Manufacturing Engineering.
   Volume 7, November 2023, 100128
   10.1016/j.aime.2023.100128
    
2. Hong, F., Wei, P., Song, J., Valdebenito, M.A., Faes, M., Beer, M. (2023).
   Collaborative and Adaptive Bayesian Optimization for bounding variances and probabilities under hybrid uncertainties
   Computer Methods in Applied Mechanics and Engineering
   Volume 417, Part A, December 2023, 116410
   10.1016/j.cma.2023.116410
   preprint (available for download)
    
3. Ypsilantis, K., Kazakis, G., Faes, M., Ivens, J., Lagaros, N. Moens, D. (2023).
   A topology-based in-plane filtering technique for the combined topology and discrete fiber orientation optimization
   Computer Methods in Applied Mechanics and Engineering
   Volume 417, Part A, 1 December 2023, 116400
   10.1016/j.cma.2023.116400
   preprint (available for download)
    
4. Valdebenito,  M., Yuan, X., Faes, M. (2023)
   Augmented first-order reliability method for estimating fuzzy failure probabilities
   Structural Safety
   Volume 105, November 2023, 102380
   10.1016/j.strusafe.2023.102380
   preprint (available for download)
    
5. Van Bavel, B., Zhao, Y., Faes, M., Vandepitte, D., Moens, D. (2023).
   Efficient quantification of composite spatial variability: A multiscale framework that captures intercorrelation.
   Composite Structures.
   Volume 323, 1 November 2023, 117462
   10.1016/j.compstruct.2023.117462
   preprint (available for download)
    
6. Hong, F., Wei, P., Song, J., Faes, M., Valdebenito, M., Beer, M. (2023).
   Combining Data and Physical Models for Probabilistic Analysis: A Bayesian Augmented Space Learning Perspective.
   Probabilistic Engineering Mechanics.
   Volume 73, July 2023, 103474
   10.1016/j.probengmech.2023.103474
   preprint (available for download)
    
7. Dang, C., Valdebenito, M., Faes, M., Song, J., Wei, P., Beer, M. (2023).
   Structural reliability analysis by line sampling: A Bayesian active learning treatment.
   Structural Safety.
   Volume 104, September 2023, 102351
   10.1016/j.strusafe.2023.102351
   preprint (available for download)
    
8. Bogaerts, L., Dejans, A., Faes, M., Moens, D. (2023).
   A machine learning approach for efficient and robust resistance spot welding monitoring.
   Welding in the World.
   10.1007/s40194-023-01519-1
   preprint (available for download)
    
9. Rashki, M., Faes, M. (2023).
   No-Free-Lunch theorems for reliability analysis.
   ASCE/ASME Journal for Risk and Uncertainty in Engineering Systems, Part A: Civil Engineering.
   Vol. 9, Issue 3, September 2023,
   10.1061/AJRUA6.RUENG-1015
   preprint (available for download)
    
10. Yuan, X., Valdebenito, M.A., Zhang, B., Faes, M., Beer, M. (2023).
    Efficient decoupling approach for reliability-based optimization based on augmented Line Sampling and combination algorithm.
    Computers & Structures.
    Volume 280, May 2023, 107003
    10.1016/j.compstruc.2023.107003
    preprint (available for download)
     
11. van Mierlo, C., Persoons, A., Faes, M., Moens, D. (2023).
    Robust design optimization of expensive stochastic simulators under lack-of-knowledge.
    ASCE/ASME Journal for Risk and Uncertainty in Engineering Systems, Part B: Mechanical Engineering.
    Volume 9(2), 021205. 
    10.1115/1.4056950
    preprint (available for download)
     
12. Behrendt, M., Faes, M., Valdebenito, M.A., Beer, M. (2023).
    Estimation of an imprecise power spectral density function with optimised bounds from scarce data for epistemic uncertainty quantification.
    Mechanical Systems and Signal Processing
    Volume 189, 15 April 2023, 110072.
    10.1016/j.ymssp.2022.110072
    preprint (available for download)
     
13. Yuan, X., Wang, S., Valdebenito, M.A., Faes, M., Beer, M. (2023).
    Sample regeneration algorithm for structural failure probability function estimation.
    Probabilistic Engineering Mechanics. 
    Volume 71, January 2023, 103387
    10.1016/j.probengmech.2022.103387
    preprint (available for download)
     
14. Fina, M., Lauff, C., Faes, M., Valdebenito, M., Wagner, W., Freitag. S. (2022).
    Bounding Imprecise Failure Probabilities in Structural Mechanics based on Maximum Standard Deviation.
    Structural Safety. 
    Volume 101, March 2023, 102293
    10.1016/j.strusafe.2022.102293
    preprint (available for download)
     
15. Yuan, X., Qian, Y. Chen, J. Faes, M., Valdebenito, M., Beer, M. (2023).
    Global failure probability function estimation based on an adaptive strategy and combination algorithm.
    Reliability Engineering and System Safety. 
    Volume 231, March 2023, 108937
    10.1016/j.ress.2022.108937
    preprint (available for download)
     
16. Van Mierlo, C., Persoons, A., Faes, M., Moens, D. (2023).
    Robust design optimisation under lack-of-knowledge uncertainty.
    Computers & Structures. 
    Volume 275, 15 January 2023, 106910
    10.1016/j.compstruc.2022.106910
    preprint (available for download)
     
17. Ding, C., Dang, C., Valdebenito, M., Faes, M., Broggi, M., Beer,M. (2022).
    First-passage probability estimation of high-dimensional nonlinear stochastic dynamic systems by a fractional moments-based mixture distribution approach.
    Mechanical Systems and Signal Processing. 
    Volume 185, 15 February 2023, 109775.
    https://doi.org/10.1016/j.ymssp.2022.109775
    preprint (available for download)
     
18. Bartsoen, L., Faes, M.G.R., Skipper Andersen, M., Wirix-Speetjens, R., Moens, D., Jonkers, I., Vander Sloten, J. (2023).
    Bayesian parameter estimation of ligament properties based on tibio-femoral kinematics during squatting. 
    Mechanical Systems and Signal Processing, 
    Volume 182, 1 January 2023, 109525. 
    10.1016/j.ymssp.2022.109525
    preprint (available for download)
     
19. Zheng, Z., Valdebenito, M.A., Beer, M., Nackenhorst, U.
    A stochastic finite element scheme for solving partial differential equations defined on random domains.
    Computer Methods in Applied Mechanics and Engineering.
    Volume 405, 15 February 2023, 115860.
    10.1016/j.cma.2022.115860
    preprint (available for download)
     
20. Wang, X., Yang, L., Xie, M., Valdebenito, M.A., Beer, M.
    Bayesian maximum entropy method for stochastic model updating using measurement data and statistical information
    Mechanical Systems and Signal Processing
    Volume 188, 1 April 2023, 110012
    10.1016/j.ymssp.2022.110012
    preprint (available for download)
     
21. Feng, C., Faes, M., Broggi, M., Dang, C., Yang, K., Zheng, Z., Beer, M. (2023). 
    Application of interval field method to the stability analysis of slopes in presence of uncertainties.
    Computers & Geotechnics. 
    Volume 153, January 2023, 105060
    10.1016/j.compgeo.2022.10506
    preprint (available for download)
     
22. Z. Zheng and M. Valdebenito and M. Beer and U.Nackenhorst (2023)
    Simulation of random fields on random domains
    Probabilistic Engineering Mechanics
    Volume 73, July 2023, 103455 
    10.1016/j.probengmech.2023.103455​​​​​​
    preprint (available for download)

2022

1. Bartsoen, L., Faes, M.G.R., Wirix-Speetjens, R., Moens, D., Jonkers, I., Vander Sloten, J. (2022).
   Probabilistic planning for ligament-balanced TKA - identification of critical ligament properties.
   Frontiers in Bioengineering and Biotechnology. 
   Volume 10.
   10.3389/fbioe.2022.930724
   preprint (available for download)
    
2. Dang, C., Valdebenito, M., Faes, M.G.R., Wei, P., Beer, M. (2022). 
   Structural Reliability Analysis, a Bayesian perspective, 
   Structural Safety,
   Volume 99, November 2022, 102259. 
   10.1016/j.strusafe.2022.102259
   preprint (available for download)
    
3. Wang, G., Faes, M.G.R., Shi, T., Peng, G. (2022).
   Extension of Dashpot Model with Elastoplastic Deformation and Rough Surface in Impact Behavior, 
   Chaos, Solitons and Fractals, 
   Volume 162, September 2022, 112402.
    10.1016/j.chaos.2022.112402
    
4. Dang, C., Wei, P., Faes, M.G.R., Beer, M. (2022). 
   Bayesian probabilistic propagation of hybrid uncertainties: Estimation of response expectation function, its variable importance and bounds, 
   Computers & Structures, 
   Volume 270, 1 October 2022, 106860. 
   10.1016/j.compstruc.2022.106860
   preprint (available for download)
    
5. Ypsilantis, K.I., Faes, M.G.R., Ivens, J., Laragos, N.,  Moens, D.  (2022).
   An Approach for the Concurrent Homogenization-based Microstructure Type and Topology Optimization Problem, 
   Computers & Structures, 
   Volume 272, November 2022, 106859
   10.1016/j.compstruc.2022.106859
   preprint (available for download)
    
6. Dang, C., Wei, P., Faes, M., Valdebenito, M. A., Beer, M. (2022).
   Parallel adaptive Bayesian quadrature for rare event estimation, 
   Reliability Engineering and System Safety,
   Volume 225, September 2022, 108621.
   10.1016/j.ress.2022.108621
   preprint (available for download)
    
7. Zhao, Y., Yang, J., Faes, M., Bi, S., Wang, Y. (2022).
   The sub-interval similarity: A general uncertainty quantification metric for both stochastic and interval model updating,
   Mechanical Systems and Signal Processing,
   Vol.178, 109319,
   10.1016/j.ymssp.2022.109319
   preprint (available for download)
    
8. Faes, M., Broggi, M., Chen, G., Phoon, K.-K., Beer, M. (2022).
   Distribution-free P-box processes based on translation theory: definition and simulation. 
   Probabilistic Engineering Mechanics,
   Vol. 69, 103287
   10.1016/j.probengmech.2022.103287
   preprint (available for download)
    
9. Faes, M., Broggi, M., Spanos, P.D., Beer, M. (2022).
   Elucidating appealing features of differentiable auto-correlation functions: a study on the modified exponential kernel. 
   Probabilistic Engineering Mechanics,
   Vol. 69, 103287
   10.1016/j.probengmech.2022.103269
   preprint (available for download)
    
10. Callens, R., Faes, M., Moens, D. (2022). 
    Multilevel Quasi-Monte Carlo For Interval Analysis. 
    International Journal For Uncertainty Quantification,
    Issue 12(4). pp. 1–19.
    doi: 10.1615/Int.J.UncertaintyQuantification.2022039245
    
     
11. Dang, C., Wei, P., Faes, M., Valdebenito, M., Beer, M. (2022).
    Interval uncertainty propagation by a parallel Bayesian global optimization method. 
    Applied Mathematical Modelling,
    Vol. 128, Pp. 220-235
    10.1016/j.apm.2022.03.031
    preprint (available for download)