Article Versions Notes

Zamora Cisneros DU, Harrington MJ, Dorval Courchesne N-M, Rey AD. A Novel Differential Geometry Methodology for Curvature and Shape Characterization of Ellipsoids: Shape Transition Symmetry Breaking and Mechanistic Insights into Self-Assembly Curvature Driving Force. Symmetry. 2026; 18(6):1022. https://doi.org/10.3390/sym18061022

Zamora Cisneros, David Uriel, Matthew J. Harrington, Noémie-Manuelle Dorval Courchesne, and Alejandro D. Rey. 2026. "A Novel Differential Geometry Methodology for Curvature and Shape Characterization of Ellipsoids: Shape Transition Symmetry Breaking and Mechanistic Insights into Self-Assembly Curvature Driving Force" Symmetry 18, no. 6: 1022. https://doi.org/10.3390/sym18061022

Zamora Cisneros, D. U., Harrington, M. J., Dorval Courchesne, N.-M., & Rey, A. D. (2026). A Novel Differential Geometry Methodology for Curvature and Shape Characterization of Ellipsoids: Shape Transition Symmetry Breaking and Mechanistic Insights into Self-Assembly Curvature Driving Force. Symmetry, 18(6), 1022. https://doi.org/10.3390/sym18061022