Andrew Sageman-Furnas
AS
Education
PhD Mathematical Sciences University of Göttingen 2017
Area(s) of Expertise
Global surface theory, isometries and isometric deformations of surfaces, discrete differential geometry/topology, discrete integrable systems, mechanics of textiles/polymer networks, computational fabrication
Publications
- Isothermic tori with one family of planar curvature lines and area constrained hyperbolic elastica , (2023)
- Curvature in Biological Systems: Its quantification, Emergence and Implications Across the Scales , Advanced Materials (2022)
- Compact Bonnet Pairs: isometric tori with the same curvatures , (2021)
- Chebyshev nets from commuting PolyVector fields , ACM Transactions on Graphics (2019)
- Topology Counts: Force Distributions in Circular Spring Networks , Physical Review Letters (2018)
- Topology determines force distributions in one-dimensional random spring networks , Physical Review E (2018)
- Form finding in elastic gridshells , Proceedings of the National Academy of Sciences (2017)
- A 2x2 Lax Representation, Associated Family, and Bäcklund Transformation for Circular K-Nets , Discrete & Computational Geometry (2016)
- A Discrete Parametrized Surface Theory in R^3 , International Mathematics Research Notices (2016)
- Meltables: fabrication of complex 3D curves by melting , SIGGRAPH Asia 2015 Technical Briefs (2015)