J. Wiscons

activity

20152019

PGL_{3}

via generic

4

-transitivity

2 citations · 2 across the 1 of their papers we have counts for

collaborators

3 papers

math.LO2019

The geometry of involutions in ranked groups with a TI-subgroup

Adrien Deloro, Joshua Wiscons

We revisit the geometry of involutions in groups of finite Morley rank. Our approach unifies and generalises numerous results, both old and recent, that have exploited this geometr…

math.LO2017

Simple groups of Morley rank 5 are bad

Adrien Deloro, Joshua Wiscons

By exploiting the geometry of involutions in $N_{\circ}^{\circ}$ -groups of finite Morley rank, we show that any simple group of Morley rank $5$ is a bad group all of whose proper defin…

math.LO2015★ 2 cited

Recognizing $PGL_{3}$ via generic $4$ -transitivity

Tuna Altınel, Joshua Wiscons

We 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 $PGL_{3}$ …

The geometry of involutions in ranked groups with a TI-subgroup

Simple groups of Morley rank 5 are bad

Recognizing PGL3​ via generic 4-transitivity

Recognizing $PGL_{3}$ via generic $4$ -transitivity