AbstractWe give a characterization of the dual of the 2-dimensional generic rigidity matroid R(G) of a graph G and derive necessary and sufficient conditions for a connected matroid to be the rigidity matroid of a birigid graph
AbstractLet Rd(G) be the d-dimensional rigidity matroid for a graph G=(V,E). For X⊆V let i(X) be the...
This thesis is an examination of infinitesimal rigidity in generic structures using linear algebra ...
AbstractA graph G=(V,E) is called a generic circuit if |E|=2|V|−2 and every X⊂V with 2⩽|X|⩽|V|−1 sat...
AbstractWe give a characterization of the dual of the 2-dimensional generic rigidity matroid R(G) of...
AbstractThe recent combinatorial characterization of generic global rigidity in the plane by Jackson...
We consider the concept of abstract 2-dimensional rigidity and provide necessary and sufficient cond...
AbstractWe consider the concept of abstract two-dimensional rigidity and provide necessary and suffi...
Abstract. Combinatorial rigidity theory seeks to describe the rigidity or flexibility of bar-joint f...
This is the author's accepted manuscript.Combinatorial rigidity theory seeks to describe the rigidit...
A bar-joint framework (퐺,푝) in ℝ푑 is rigid if the only edge-length preserving continuous motions of ...
We develop a rigidity theory for bar-joint frameworks in Euclidean d-space in which specified classe...
AbstractWe show that the graph 2-sum of two frameworks is the underlying framework for the 2-sum of ...
The rigidity or flexibilty of a skeletal structure might be investigated by asking questions about i...
AbstractLet Rd(G) be the d-dimensional rigidity matroid for a graph G=(V,E). Combinatorial character...
AbstractA two-dimensional mixed framework is a pair (G,p), where G=(V;D,L) is a graph whose edges ar...
AbstractLet Rd(G) be the d-dimensional rigidity matroid for a graph G=(V,E). For X⊆V let i(X) be the...
This thesis is an examination of infinitesimal rigidity in generic structures using linear algebra ...
AbstractA graph G=(V,E) is called a generic circuit if |E|=2|V|−2 and every X⊂V with 2⩽|X|⩽|V|−1 sat...
AbstractWe give a characterization of the dual of the 2-dimensional generic rigidity matroid R(G) of...
AbstractThe recent combinatorial characterization of generic global rigidity in the plane by Jackson...
We consider the concept of abstract 2-dimensional rigidity and provide necessary and sufficient cond...
AbstractWe consider the concept of abstract two-dimensional rigidity and provide necessary and suffi...
Abstract. Combinatorial rigidity theory seeks to describe the rigidity or flexibility of bar-joint f...
This is the author's accepted manuscript.Combinatorial rigidity theory seeks to describe the rigidit...
A bar-joint framework (퐺,푝) in ℝ푑 is rigid if the only edge-length preserving continuous motions of ...
We develop a rigidity theory for bar-joint frameworks in Euclidean d-space in which specified classe...
AbstractWe show that the graph 2-sum of two frameworks is the underlying framework for the 2-sum of ...
The rigidity or flexibilty of a skeletal structure might be investigated by asking questions about i...
AbstractLet Rd(G) be the d-dimensional rigidity matroid for a graph G=(V,E). Combinatorial character...
AbstractA two-dimensional mixed framework is a pair (G,p), where G=(V;D,L) is a graph whose edges ar...
AbstractLet Rd(G) be the d-dimensional rigidity matroid for a graph G=(V,E). For X⊆V let i(X) be the...
This thesis is an examination of infinitesimal rigidity in generic structures using linear algebra ...
AbstractA graph G=(V,E) is called a generic circuit if |E|=2|V|−2 and every X⊂V with 2⩽|X|⩽|V|−1 sat...
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