DOIAbstract
AbstractIn this paper we prove the equivalence of some conjectures on the generic rigidity bar frameworks in 3-space
AbstractIn this paper we prove the equivalence of some conjectures on the generic rigidity bar frameworks in 3-space
Abstract. The rigidity matrix is a fundamental tool for studying the infinitesimal rigidity properti...
A theorem of Laman gives a combinatorial characterisation of the graphs that admit a realisation as ...
AbstractLet V={1,2,…,n}. A mapping p:V→Rr, where p1,…,pn are not contained in a proper hyper-plane i...
AbstractIn this paper we prove the equivalence of some conjectures on the generic rigidity bar frame...
This project explores the rigidity and flexibility of three-dimensional bar frameworks. A bar framew...
Let $V=\{1,\ldots,n\}$ be a finite set. An $r$-configuration is a mapping $p:V \rightarrow R^r$, whe...
Mathematicians have been interested in the rigidity of frameworks since Euler’s conjecture in 1776 t...
A result due in its various parts to Hendrickson, Connelly, and Jackson and Jordán, provides a purel...
This is an expository paper concerning geometry of frameworks. Many interesting results on framework...
In this paper, we introduce a natural classification of bar and joint frameworks that possess symmet...
This thesis is an examination of infinitesimal rigidity in generic structures using linear algebra ...
A bar framework G(p) in r-dimensional Euclidean space is a graph G = (V,E) on the vertices 1, 2,...,...
A $d$-dimensional bar-and-joint framework $(G,p)$ with underlying graph $G$ is called universally ri...
Rigidity Theory is concerned with the rigidity and flexibility analysis of bar-joint frameworks and ...
The rigidity matrix is a fundamental tool for studying the infinitesimal rigidity properties of Eucl...
Abstract. The rigidity matrix is a fundamental tool for studying the infinitesimal rigidity properti...
A theorem of Laman gives a combinatorial characterisation of the graphs that admit a realisation as ...
AbstractLet V={1,2,…,n}. A mapping p:V→Rr, where p1,…,pn are not contained in a proper hyper-plane i...
AbstractIn this paper we prove the equivalence of some conjectures on the generic rigidity bar frame...
This project explores the rigidity and flexibility of three-dimensional bar frameworks. A bar framew...
Let $V=\{1,\ldots,n\}$ be a finite set. An $r$-configuration is a mapping $p:V \rightarrow R^r$, whe...
Mathematicians have been interested in the rigidity of frameworks since Euler’s conjecture in 1776 t...
A result due in its various parts to Hendrickson, Connelly, and Jackson and Jordán, provides a purel...
This is an expository paper concerning geometry of frameworks. Many interesting results on framework...
In this paper, we introduce a natural classification of bar and joint frameworks that possess symmet...
This thesis is an examination of infinitesimal rigidity in generic structures using linear algebra ...
A bar framework G(p) in r-dimensional Euclidean space is a graph G = (V,E) on the vertices 1, 2,...,...
A $d$-dimensional bar-and-joint framework $(G,p)$ with underlying graph $G$ is called universally ri...
Rigidity Theory is concerned with the rigidity and flexibility analysis of bar-joint frameworks and ...
The rigidity matrix is a fundamental tool for studying the infinitesimal rigidity properties of Eucl...
Abstract. The rigidity matrix is a fundamental tool for studying the infinitesimal rigidity properti...
A theorem of Laman gives a combinatorial characterisation of the graphs that admit a realisation as ...
AbstractLet V={1,2,…,n}. A mapping p:V→Rr, where p1,…,pn are not contained in a proper hyper-plane i...
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