AbstractHere we propose a definition of regular parallelism in a linear space not necessarily embedded onto a projective space and we investigate its properties in the particular case of kinematic spaces. We prove that the kinematic parallelisms are always regular in that sense and we deduce some results on the group of translations acting transitively on the pointset
AbstractIn this paper two lines are called parallel if they are identical or if they have no point i...
We define a new class of hyperstructures called 'double hypergroupoids' suitable to describe inciden...
This paper provides a contribution to the singularity analysis of the parallel manipulators by intro...
AbstractHere we propose a definition of regular parallelism in a linear space not necessarily embedd...
Johnson showed that the only doubly transitive parallelisms of PG(3, q) are exactly the two regula...
EnProblems involving the idea of parallelism occur in finite geometry and in graph theory. This arti...
Here we study affine parallel translation structures, both finite and infinite, with a principal lin...
In this article, we study some geometric properties like parallelism, orthogonality, and semirotundi...
In this paper we study the problem of parallel transport in the Wasserstein spaces P_2(R^d). We show...
Abstract This paper examines the phenomenon of constraint singularity of a parallel mechanism, as de...
This paper focuses on translational parallel mechanisms (TPMs), that is on parallel manipulators who...
International audienceThis paper presents the kinematic design of a translational parallel mechanism...
We recall the notions of Clifford and Clifford-like parallelisms in a 3-dimensional projective doubl...
We say that a metric space is regular if a straight-line (in the metric space sense) passing through...
A regular parallelism of real projective 3-space PG(3,R) is an equivalence relation on the line spac...
AbstractIn this paper two lines are called parallel if they are identical or if they have no point i...
We define a new class of hyperstructures called 'double hypergroupoids' suitable to describe inciden...
This paper provides a contribution to the singularity analysis of the parallel manipulators by intro...
AbstractHere we propose a definition of regular parallelism in a linear space not necessarily embedd...
Johnson showed that the only doubly transitive parallelisms of PG(3, q) are exactly the two regula...
EnProblems involving the idea of parallelism occur in finite geometry and in graph theory. This arti...
Here we study affine parallel translation structures, both finite and infinite, with a principal lin...
In this article, we study some geometric properties like parallelism, orthogonality, and semirotundi...
In this paper we study the problem of parallel transport in the Wasserstein spaces P_2(R^d). We show...
Abstract This paper examines the phenomenon of constraint singularity of a parallel mechanism, as de...
This paper focuses on translational parallel mechanisms (TPMs), that is on parallel manipulators who...
International audienceThis paper presents the kinematic design of a translational parallel mechanism...
We recall the notions of Clifford and Clifford-like parallelisms in a 3-dimensional projective doubl...
We say that a metric space is regular if a straight-line (in the metric space sense) passing through...
A regular parallelism of real projective 3-space PG(3,R) is an equivalence relation on the line spac...
AbstractIn this paper two lines are called parallel if they are identical or if they have no point i...
We define a new class of hyperstructures called 'double hypergroupoids' suitable to describe inciden...
This paper provides a contribution to the singularity analysis of the parallel manipulators by intro...
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