1 citations · 1 across the 2 of their papers we have counts for
4 papers
Combinatorial rigidity of Incidence systems and Application to Dictionary learning
Meera Sitharam, Mohamad Tarifi, Menghan Wang
Given a hypergraph with hyperedges and a set of \emph{pinning subspaces}, i.e.\ globally fixed subspaces in Euclidean space , a \emph{pinned subspace-…
Symmetry in Sphere-based Assembly Configuration Spaces
Meera Sitharam, Andrew Vince, Menghan Wang +1
Many remarkably robust, rapid and spontaneous self-assembly phenomena in nature can be modeled geometrically starting from a collection of rigid bunches of spheres. This paper high…
Optimal Decomposition and Recombination of Isostatic Geometric Constraint Systems for Designing Layered Materials
Troy Baker, Meera Sitharam, Menghan Wang +1
Optimal recursive decomposition (or DR-planning) is crucial for analyzing, designing, solving or finding realizations of geometric constraint sytems. While the optimal DR-planning…
Combinatorial rigidity and independence of generalized pinned subspace-incidence constraint systems
Menghan Wang, Meera Sitharam
Given a hypergraph with hyperedges and a set of \emph{pins}, i.e.\ globally fixed subspaces in Euclidean space , a \emph{pinned subspace-incidence sys…