AbstractIn this paper we associate a hypergroupoid 〈H,⊗ρ〉 with an n-ary relation ρ defined on a nonempty set H. We investigate when it is an Hv-group, a hypergroup or a join space. Then we determine some connections between this hypergroupoid and Rosenberg’s hypergroupoid associated with a binary relation
AbstractWe first recall our results on enumeration of hypergroups and Hv-groups of order 2, 3 and 4....
This thesis surveys recent results on hypergroups as defined by Frédéric Marty in [3] and [4] and th...
This thesis surveys recent results on hypergroups as defined by Frédéric Marty in [3] and [4] and th...
AbstractIn this paper we associate a hypergroupoid 〈H,⊗ρ〉 with an n-ary relation ρ defined on a none...
AbstractIn this paper, we introduce and study the notion of a partial n-hypergroupoid, associated wi...
This paper presents a series of important results from the theory of n-hypergroups. Connections with...
Abstract -In this paper the class of n-ary hypergroups is introduced and several properties are foun...
AbstractDifferent partial hypergroupoids are associated with binary relations defined on a set H. In...
AbstractEvery binary relation ρ on a set H,(card(H)>1) can define a hypercomposition and thus endow ...
AbstractDifferent partial hypergroupoids are associated with binary relations defined on a set H. In...
AbstractIn this paper, we deal with the partial hyperoperation <ÕR> introduced and studied by Corsin...
AbstractHypergroups are generalizations of groups. If this binary operation is taken to be multivalu...
AbstractRecently, n-ary hypergroups were introduced and analyzed by Davvaz and Vougiouklis. n-ary po...
Most network scientists restrict their attention to relations between pairs of things, even though m...
AbstractThe study of various kinds of algebraic hypergroups is unified in the theory of transpositio...
AbstractWe first recall our results on enumeration of hypergroups and Hv-groups of order 2, 3 and 4....
This thesis surveys recent results on hypergroups as defined by Frédéric Marty in [3] and [4] and th...
This thesis surveys recent results on hypergroups as defined by Frédéric Marty in [3] and [4] and th...
AbstractIn this paper we associate a hypergroupoid 〈H,⊗ρ〉 with an n-ary relation ρ defined on a none...
AbstractIn this paper, we introduce and study the notion of a partial n-hypergroupoid, associated wi...
This paper presents a series of important results from the theory of n-hypergroups. Connections with...
Abstract -In this paper the class of n-ary hypergroups is introduced and several properties are foun...
AbstractDifferent partial hypergroupoids are associated with binary relations defined on a set H. In...
AbstractEvery binary relation ρ on a set H,(card(H)>1) can define a hypercomposition and thus endow ...
AbstractDifferent partial hypergroupoids are associated with binary relations defined on a set H. In...
AbstractIn this paper, we deal with the partial hyperoperation <ÕR> introduced and studied by Corsin...
AbstractHypergroups are generalizations of groups. If this binary operation is taken to be multivalu...
AbstractRecently, n-ary hypergroups were introduced and analyzed by Davvaz and Vougiouklis. n-ary po...
Most network scientists restrict their attention to relations between pairs of things, even though m...
AbstractThe study of various kinds of algebraic hypergroups is unified in the theory of transpositio...
AbstractWe first recall our results on enumeration of hypergroups and Hv-groups of order 2, 3 and 4....
This thesis surveys recent results on hypergroups as defined by Frédéric Marty in [3] and [4] and th...
This thesis surveys recent results on hypergroups as defined by Frédéric Marty in [3] and [4] and th...
DOI
Add to ORKG