Louis Theran, Ph.D.
Affiliations: | 2010 | Computer Science | University of Massachusetts, Amherst, Amherst, MA |
Area:
Computer Science, MathematicsGoogle:
"Louis Theran"Parents
Sign in to add mentor| Ileana Streinu | grad student | 2010 | U Mass Amherst | |
| (Problems in generic combinatorial rigidity: Sparsity, sliders, and emergence of components.) | ||||
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Publications
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| Rosen Z, Sidman J, Theran L. (2020) Algebraic Matroids in Action The American Mathematical Monthly. 127: 199-216 |
| Connelly R, Gortler SJ, Theran L. (2020) Generically Globally Rigid Graphs Have Generic Universally Rigid Frameworks Combinatorica. 40: 1-37 |
| GORTLER SJ, THERAN L, THURSTON DP. (2019) GENERIC UNLABELED GLOBAL RIGIDITY Forum of Mathematics, Sigma. 7 |
| Farre J, Kleinschmidt H, Sidman J, et al. (2016) Algorithms for detecting dependencies and rigid subsystems for CAD Computer Aided Geometric Design. 47: 130-149 |
| Király FJ, Theran L, Tomioka R. (2015) The algebraic combinatorial approach for low-rank matrix completion Journal of Machine Learning Research. 16: 1391-1436 |
| Adiprasito KA, Padrol A, Theran L. (2015) Universality Theorems for Inscribed Polytopes and Delaunay Triangulations Discrete and Computational Geometry. 54: 412-431 |
| Malestein J, Theran L. (2015) Frameworks with Forced Symmetry I: Reflections and Rotations Discrete and Computational Geometry. 54: 339-367 |
| Malestein J, Theran L. (2014) Frameworks with forced symmetry II: Orientation-preserving crystallographic groups Geometriae Dedicata. 170: 219-262 |
| Malestein J, Rivin I, Theran L. (2014) Topological designs Geometriae Dedicata. 168: 221-233 |
| Malestein J, Theran L. (2014) Generic rigidity with forced symmetry and sparse colored graphs Fields Institute Communications. 70: 227-252 |