[BOOK][B] Handbook of geometric constraint systems principles
M Sitharam, AS John, J Sidman - 2018 - taylorfrancis.com
The Handbook of Geometric Constraint Systems Principles is an entry point to the currently
used principal mathematical and computational tools and techniques of the geometric …
used principal mathematical and computational tools and techniques of the geometric …
Rigidity of symmetric frameworks with non-free group actions on the vertices
A La Porta, B Schulze - arxiv preprint arxiv:2407.13612, 2024 - arxiv.org
For plane frameworks with reflection or rotational symmetries, where the group action is not
necessarily free on the vertex set, we introduce a phase-symmetric orbit rigidity matrix for …
necessarily free on the vertex set, we introduce a phase-symmetric orbit rigidity matrix for …
Constructing reflection-symmetric flexible realisations of graphs
S Dewar, G Grasegger, J Legerský - arxiv preprint arxiv:2408.06928, 2024 - arxiv.org
We study reflection-symmetric realisations of symmetric graphs in the plane that allow a
continuous symmetry and edge-length preserving deformation. To do so, we identify a …
continuous symmetry and edge-length preserving deformation. To do so, we identify a …
[HTML][HTML] Rigidity of symmetric frameworks in normed spaces
We develop a combinatorial rigidity theory for symmetric bar-joint frameworks in a general
finite dimensional normed space. In the case of rotational symmetry, matroidal Maxwell-type …
finite dimensional normed space. In the case of rotational symmetry, matroidal Maxwell-type …
Constructing isostatic frameworks for the l1 and l infinity plane (Pre-published)
We use a new coloured multi-graph constructive method to prove that if the edge-set of a
graph G=(V, E) has a partition into two spanning trees T1 and T2 then there is a map p: V→ …
graph G=(V, E) has a partition into two spanning trees T1 and T2 then there is a map p: V→ …
[PDF][PDF] CONSTRUCTING ISOSTATIC FRAMEWORKS FOR THE l∞ PLANE
We use a new coloured multi-graph constructive method to prove that every 2-tree
decomposition can be realised in the plane as a bar-joint framework which is minimally rigid …
decomposition can be realised in the plane as a bar-joint framework which is minimally rigid …
[PDF][PDF] Braced sphere triangulations and rigidity
D Kitson, I Lancaster - 2021 - maths.ucd.ie
Braced sphere triangulations and rigidity Page 1 Introduction to rigidity Survey of recent work
in normed spaces A new result for doubly braced triangulations Braced sphere triangulations …
in normed spaces A new result for doubly braced triangulations Braced sphere triangulations …
Symmetric frameworks in normed spaces
We develop a combinatorial rigidity theory for symmetric bar-joint frameworks in a general
finite dimensional normed space. In the case of rotational symmetry, matroidal Maxwell-type …
finite dimensional normed space. In the case of rotational symmetry, matroidal Maxwell-type …
Constructing Isostatic Frameworks for the and Plane
We use a new coloured multi-graph constructive method to prove that if the edge-set of a
graph $ G=(V, E) $ has a partition into two spanning trees $ T_1 $ and $ T_2 $ then there is …
graph $ G=(V, E) $ has a partition into two spanning trees $ T_1 $ and $ T_2 $ then there is …
Constructing isostatic frameworks for the plane
We use a new coloured multi-graph constructive method to prove that every 2-tree
decomposition can be realised in the plane as a bar-joint framework which is minimally rigid …
decomposition can be realised in the plane as a bar-joint framework which is minimally rigid …