Ido Efrat

collaborators

3 papers

math.GR2026

Mild Pro- $p$ Groups and Ordered Monoids

Ido Efrat

We prove a criterion for the mildness of a finitely presented pro- $p$ group $G$ . It implies as a special case a cohomological mildness criterion via Massey products, generalizing r…

math.NT2026

Cofinality of Galois Cohomology within Purely Quadratic Graded Algebras

Tamar Bar-On, Ido Efrat

Let $p$ be a prime number. For a field $F$ containing a root of unity of order $p$ , let $H^{∙} (F) = H^{∙} (F, F_{p})$ be the mod- $p$ Galois cohomology graded $\mathbb{F}…

math.NT2025

The Elementary Type Conjecture for Maximal Pro-p Galois groups

Ido Efrat

The Elementary Type Conjecture in Galois theory provides a concrete inductive description of the finitely generated maximal pro- $p$ Galois groups $G_{F} (p)$ of fields $F$ containing…

Mild Pro-p Groups and Ordered Monoids

Cofinality of Galois Cohomology within Purely Quadratic Graded Algebras

The Elementary Type Conjecture for Maximal Pro-p Galois groups

Mild Pro- $p$ Groups and Ordered Monoids