1. Song, D. H, Kang, S. H., Kim, Y ., Hwang, M., and Shin, S. J., Three dimensional Approximated Isogeometric Analysis via Bernstein Bezier Tetrahedron,” Computational Mechanics, Vol. 75, pp. 1295-1309, 2025.
2. Kang, S. H., Park, K. C., Gonz´alez, J. A., and Shin, S. J., ”A Domain Decomposition Method Employing Displacement-Only-Partitioned Equations for Quasi-Static Structural Analysis,” Computer Methods in Applied Mechanics and Engineering , Vol. 431, 2024.
3. Lee, S., Jang, K., Lee, S. M., Cho, H., and Shin, S. J., ”Parametric Model Order Reduction by Machine Learning for Fluid-structure Interaction Analysis,” Engineering with Computers, Vol. 40, 2024.
4. Kang, S. H., Lee, S. M., and Shin, S. J., ”Efficient Implementation on Accuracy Improvement of the Two-dimensional Node-to-segment Contact Approach for Explicit Dynamic Analysis,” Computational Mechanics , Vol. 74, 2024.
5. Lee, S., Lee, S. M., Jang, K., and Shin, S. J., ”Data-driven Nonlinear Parametric Model Order Reduction Framework using Deep Hierarchical Variational Autoencoder,” Engineering with Computers, Vol. 40, 2024.
6. Kim, Y., Kang, S., Cho, H., Kim, H.D., Shin, S. J., ”Parametric reduced order modeling enhancement for a geometrically imperfect component via hyper-reduction,” Computer Methods in Applied Mechanics and Engineering , Vol. 403, 2023.
7. Kang, S., Kim, Y., Cho, H. and Shin, S. J., ”Improved Hyper-Reduction Approach for the Forced Vibration Analysis of Rotating Components,” Computational Mechanics, Vol. 69, 2022.