Results 41 to 50 of about 1,281,249 (92)
Transgression credit is a form of deviance credit that occurs when people are more permissive towards transgressions by in-group leaders than by in-group nonleaders and out-group members and leaders.
Ben Davies+2 more
semanticscholar +1 more source
Some model theory of profinite groups [PDF]
We give some background on uniform pro-p groups and the model theory of profinite NIP groups.
arxiv
On the Group of Polynomial Functions in a Group [PDF]
In this paper, we study connections between the structure of a group and the structure of the group (under pointwise product) of its polynomial functions.
arxiv
Define an augmented LD-system, or ALD-system, to be a set equipped with two binary operations, one satisfying the left self-distributivity law $x * (y * z) = (x * y) * (x * z)$ and the other satisfying the mixed laws $(x o y) * z = x * (y * z)$ and $x * (
Dehornoy, Patrick
core +1 more source
Describing groups using first-order language [PDF]
We investigate two notions about descriptions of groups using first-order language: quasi-finite axiomatizability, concerning infinite groups, and polylogarithmic compressibility, concerning classes of finite groups.
arxiv
The present paper proposes a new and systematic approach to the so-called black box group methods in computational group theory. Instead of a single black box, we consider categories of black boxes and their morphisms. This makes new classes of black box
Borovik, Alexandre+1 more
core
Hypergeometric Groups of Orthogonal Type [PDF]
We obtain an infinite family of orthogonal hypergeometric groups, which are higher rank arithmetic groups. We also list cases of arithmetic hypergeometric groups whose real Zariski closure is O(2,3).
arxiv
Subgroups of direct products of two limit groups
If S is a subgroup of a direct product of two limit groups, and S is of type FP(2) over the rationals, then S has a subgroup of finite index that is a direct product of at most two limit groups.Comment: 18 pages, no ...
Bridson, Martin R., Howie, James
core
Neretin groups admit no non-trivial invariant random subgroups [PDF]
We show that Neretin groups have no non-trivial invariant random subgroups. These groups provide first examples of non-discrete, compactly generated, locally compact groups with this property.
arxiv