Add to ORKGWe show that the only transitive and generically 4-transitive action of a group of finite Morley rank on a set of Morley rank 2 is the natural action of PGL3 on the projective plane
We characterize the finite projective planes P of oreder n with a collineation group G acting 2-tran...
We classify all firm, residually connected coset geometries, on which the group PSL(3,4) acts as a f...
We announce the classification of all firm and residually connected geometries satisfying the condit...
We show that the only transitive and generically 4-transitive action of a group of finite Morley ran...
In 2008, Borovik and Cherlin posed the problem of showing that the degree of generic transitivity of...
We investigate the configuration where a group of finite Morley rank acts definably and generically ...
We investigate faithful representations of Alt(n) as automorphisms of a connected group G of finite ...
AbstractLet S be a projective plane, and let G⩽Aut(S) and PSL(2,q)⩽G⩽PΓL(2,q) with q>3. If G acts po...
International audienceWe classify actions of groups of finite Morley rank on abelian groups of Morle...
We present a partial classification of those finite linear spaces $\mathcal{S}$ on which an almost s...
We classify irreducible actions of connected groups of finite Morley rank on abelian groups of Morle...
We construct an infinite family of transitive $42$-arcs in $\mathrm{PG}(3,q^{2})$, with $q=p^{n}\geq...
We present a partial classication of those nite linear spaces S on which an almost simple group G wi...
AbstractIn this work, we give two characterisations of the general linear group over an algebraicall...
If (P,L) is a projective plane and T is a triangle presentation compatible with a point-line corresp...
We characterize the finite projective planes P of oreder n with a collineation group G acting 2-tran...
We classify all firm, residually connected coset geometries, on which the group PSL(3,4) acts as a f...
We announce the classification of all firm and residually connected geometries satisfying the condit...
We show that the only transitive and generically 4-transitive action of a group of finite Morley ran...
In 2008, Borovik and Cherlin posed the problem of showing that the degree of generic transitivity of...
We investigate the configuration where a group of finite Morley rank acts definably and generically ...
We investigate faithful representations of Alt(n) as automorphisms of a connected group G of finite ...
AbstractLet S be a projective plane, and let G⩽Aut(S) and PSL(2,q)⩽G⩽PΓL(2,q) with q>3. If G acts po...
International audienceWe classify actions of groups of finite Morley rank on abelian groups of Morle...
We present a partial classification of those finite linear spaces $\mathcal{S}$ on which an almost s...
We classify irreducible actions of connected groups of finite Morley rank on abelian groups of Morle...
We construct an infinite family of transitive $42$-arcs in $\mathrm{PG}(3,q^{2})$, with $q=p^{n}\geq...
We present a partial classication of those nite linear spaces S on which an almost simple group G wi...
AbstractIn this work, we give two characterisations of the general linear group over an algebraicall...
If (P,L) is a projective plane and T is a triangle presentation compatible with a point-line corresp...
We characterize the finite projective planes P of oreder n with a collineation group G acting 2-tran...
We classify all firm, residually connected coset geometries, on which the group PSL(3,4) acts as a f...
We announce the classification of all firm and residually connected geometries satisfying the condit...