Add to ORKGIn this work we describe an algorithm that generates well constrained geometric constraint graphs which are solvable by the tree-decomposition constructive technique. The algorithm is based on Henneberg constructions and would be of help in transforming underconstrained problems into well constrained problems as well as in exploring alternative constructions over a given set of geometric elements.Postprint (published version
In the paper, a new constructive approach to solving geometric constraints in 2D space is presented....
In geometric constraint solving, Decomposition Recombination solvers (DR-solvers) refer to a general...
In this paper, we propose a method which can be used to decompose a 2D or 3D constraint problem into...
In this work we describe an algorithm that generates well constrained geometric constraint graphs wh...
Geometric problems defined by constraints can be represented by geometric constraint graphs whose n...
In geometric constraint solving, 2D well constrained geometric problems can be abstracted as Laman g...
In geometric constraint solving, well constrained geometric problems can be abstracted as Laman grap...
Geometric constraint solving is a central topic in many fields such as parametric solid modeling, co...
The graph-based geometric constraint solving technique works in two steps. First the geometric probl...
The evolution of constraint based geometric models is tightly tied to parametric and feature-based C...
We present an approach for handling geometric constraint problems with under-constrained configurat...
International audienceThis paper describes new ways to tackle several important problems encountered...
Geometric constraint solving is a growing field devoted to solve geometric problems defined by relat...
In the paper, a new constructive approach to solving geometric constraints in 2D space is presented....
A geometric constraint system consists of a finite set of geometric elements, such as points, lines,...
In the paper, a new constructive approach to solving geometric constraints in 2D space is presented....
In geometric constraint solving, Decomposition Recombination solvers (DR-solvers) refer to a general...
In this paper, we propose a method which can be used to decompose a 2D or 3D constraint problem into...
In this work we describe an algorithm that generates well constrained geometric constraint graphs wh...
Geometric problems defined by constraints can be represented by geometric constraint graphs whose n...
In geometric constraint solving, 2D well constrained geometric problems can be abstracted as Laman g...
In geometric constraint solving, well constrained geometric problems can be abstracted as Laman grap...
Geometric constraint solving is a central topic in many fields such as parametric solid modeling, co...
The graph-based geometric constraint solving technique works in two steps. First the geometric probl...
The evolution of constraint based geometric models is tightly tied to parametric and feature-based C...
We present an approach for handling geometric constraint problems with under-constrained configurat...
International audienceThis paper describes new ways to tackle several important problems encountered...
Geometric constraint solving is a growing field devoted to solve geometric problems defined by relat...
In the paper, a new constructive approach to solving geometric constraints in 2D space is presented....
A geometric constraint system consists of a finite set of geometric elements, such as points, lines,...
In the paper, a new constructive approach to solving geometric constraints in 2D space is presented....
In geometric constraint solving, Decomposition Recombination solvers (DR-solvers) refer to a general...
In this paper, we propose a method which can be used to decompose a 2D or 3D constraint problem into...