Meera Sitharam
Affiliations: | University of Florida, Gainesville, Gainesville, FL, United States |
Area:
Computer ScienceGoogle:
"Meera Sitharam"Children
Sign in to add traineeAndrew Lomonosov | grad student | 2004 | UF Gainesville |
Heping Gao | grad student | 2008 | UF Gainesville |
Collaborators
Sign in to add collaboratorMaria G Kurnikova | collaborator | 2008- | UF Gainesville (Physics Tree) |
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Publications
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Ozkan A, Sitharam M, Flores-Canales JC, et al. (2021) Baseline Comparisons of Complementary Sampling Methods for Assembly Driven by Short-Ranged Pair Potentials toward Fast and Flexible Hybridization. Journal of Chemical Theory and Computation |
Prabhu R, Sitharam M, Ozkan A, et al. (2020) Atlasing of Assembly Landscapes using Distance Geometry and Graph Rigidity. Journal of Chemical Information and Modeling |
Sitharam M, Youngquist J, Nolan M, et al. (2019) Corner-Sharing Tetrahedra for Modeling Micro-structure. Computer Aided Design. 114: 164-178 |
Sitharam M, Tarifi M, Wang M. (2018) Combinatorial rigidity of incidence systems and application to dictionary learning Journal of Symbolic Computation. 88: 21-46 |
Sitharam M, Vince A, Wang M, et al. (2016) Symmetry in sphere-based assembly configuration spaces Symmetry. 8 |
Wang M, Sitharam M. (2015) Algorithm 951: Cayley analysis of mechanism configuration spaces using caymos: Software functionalities and architecture Acm Transactions On Mathematical Software. 41 |
Baker T, Sitharam M, Wang M, et al. (2015) Optimal decomposition and recombination of isostatic geometric constraint systems for designing layered materials Computer Aided Geometric Design. 40: 1-25 |
Jialong C, Sitharam M. (2014) Maxwell-independence: A new rank estimate for the 3-dimensional generic rigidity matroid Journal of Combinatorial Theory. Series B. 105: 26-43 |
Sitharam M, Wang M. (2014) How the Beast really moves: Cayley analysis of mechanism realization spaces using CayMos Cad Computer Aided Design. 46: 205-210 |
Bóna M, Sitharam M, Vince A. (2011) Enumeration of viral capsid assembly pathways: tree orbits under permutation group action. Bulletin of Mathematical Biology. 73: 726-53 |