AbstractLet V be an n-dimensional vector space over a finite field Fq and P={1,2,…,n} a poset. We consider on V the poset-metric dP. In this paper, we give a complete description of groups of linear isometries of the metric space (V,dP), for any poset-metric dP
AbstractIn this paper, we characterize isometries between unit spheres of F-space. Furthermore, we s...
The group I (M) of isometries of a connected metric manifold M is a Lie group with respect to any to...
The group I (M) of isometries of a connected metric manifold M is a Lie group with respect to any to...
Let V be an n-dimensional vector space over a finite field F-q and P = {1, 2, . . . , n} a poset. We...
Let V be an n-dimensional vector space over a finite field Fq and P = {1, 2,..., n} a poset. We cons...
Let V be an n-dimensional vector space over a finite field Fq and P = { 1, 2, ..., n } a poset. We c...
AbstractLet Fqm⋅n be the vector space of m⋅n-tuples over a finite field Fq and P={1,2,…,m⋅n} a poset...
AbstractFor any finite group G, we construct a finite poset (or equivalently, a finite T0-space) X, ...
Abstract. For any finite group G, we construct a finite poset (or equivalently, a finite T0-space) X...
International audienceWe describe four natural operad structures on the vector space generated by is...
AbstractLet Fqm⋅n be the vector space of m⋅n-tuples over a finite field Fq and P={1,2,…,m⋅n} a poset...
Let F(q)(m.n) he the vector space of m . n-tuples over a finite field Fit and P = {1, 2,..., m - n} ...
AbstractLet P be a finite poset and G a group of automorphisms of P. The action of G on P can be use...
We prove that if H is a subgroup of index n of any cyclic group G then G can be isometrically embedd...
We consider Lie groups equipped with arbitrary distances. We only assume that the distances are lef...
AbstractIn this paper, we characterize isometries between unit spheres of F-space. Furthermore, we s...
The group I (M) of isometries of a connected metric manifold M is a Lie group with respect to any to...
The group I (M) of isometries of a connected metric manifold M is a Lie group with respect to any to...
Let V be an n-dimensional vector space over a finite field F-q and P = {1, 2, . . . , n} a poset. We...
Let V be an n-dimensional vector space over a finite field Fq and P = {1, 2,..., n} a poset. We cons...
Let V be an n-dimensional vector space over a finite field Fq and P = { 1, 2, ..., n } a poset. We c...
AbstractLet Fqm⋅n be the vector space of m⋅n-tuples over a finite field Fq and P={1,2,…,m⋅n} a poset...
AbstractFor any finite group G, we construct a finite poset (or equivalently, a finite T0-space) X, ...
Abstract. For any finite group G, we construct a finite poset (or equivalently, a finite T0-space) X...
International audienceWe describe four natural operad structures on the vector space generated by is...
AbstractLet Fqm⋅n be the vector space of m⋅n-tuples over a finite field Fq and P={1,2,…,m⋅n} a poset...
Let F(q)(m.n) he the vector space of m . n-tuples over a finite field Fit and P = {1, 2,..., m - n} ...
AbstractLet P be a finite poset and G a group of automorphisms of P. The action of G on P can be use...
We prove that if H is a subgroup of index n of any cyclic group G then G can be isometrically embedd...
We consider Lie groups equipped with arbitrary distances. We only assume that the distances are lef...
AbstractIn this paper, we characterize isometries between unit spheres of F-space. Furthermore, we s...
The group I (M) of isometries of a connected metric manifold M is a Lie group with respect to any to...
The group I (M) of isometries of a connected metric manifold M is a Lie group with respect to any to...
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