Google Scholar: https://scholar.google.com/citations?user=7sla8m0AAAAJ

[1] F. Feng, P. Plucinsky, and R. D. James. Phase transformations and compatibility in helical structures. Journal of the Mechanics and Physics of Solids, 131:74–95, 2019.

[2] F. Feng, P. Plucinsky, and R. D. James. Helical Miura origami. Physical Review E,101(3):033002, 2020.

[3] F. Feng, X. Dang, R. D. James, and P. Plucinsky. The designs and deformations of rigidly and flat-foldable quadrilateral mesh origami. Journal of the Mechanics and Physics of Solids, page 104018, 2020.

[4] F. Feng, J. S. Biggins, and M. Warner. Evolving, complex topography from combining centers of Gaussian curvature. Physical Review E, 102(1):013003, 2020.

[5] H. Liu, P. Plucinsky, F. Feng, and R. D. James. Origami and materials science. Philo-sophical Transactions of the Royal Society A, 379(2201):20200113, 2021.

[6] X. Dang, F. Feng, H. Duan, and J. Wang. Theorem on the compatibility of spherical kirigami tessellations. Physical Review Letters, 128(3):035501, 2022.

[7] X. Dang, F. Feng, P. Plucinsky, R. D. James, H. Duan, and J. Wang. Inverse design of deployable origami structures that approximate a general surface. International Journal of Solids and Structures, 234:111224, 2022.

[8] F. Feng, D. Duffy, M. Warner, and J. S. Biggins. Interfacial metric mechanics: stitch-ing patterns of shape change in active sheets. Proceedings of the Royal Society A, 478(2262):20220230, 2022.

[9] M. Barnes, F. Feng, and J. S. Biggins. Surface instability in a nematic elastomer. Physical Review Letters, 131:238101, 2023.