Marina Palaisti

most citedEnhanced Koszul properties in Galois cohomology

9 citations · 9 across the 9 of their papers we have counts for

collaborators

Showing math.GRShow all

3 papers · 1 filter

math.GR2026

Canonical Kummerian Kernels in 1-Smooth Pro- $p$ Poincaré Duality Groups of Dimension Three

Marina Palaisti

Let $(G, θ)$ be a finitely generated 1-smooth oriented pro- $p$ group with torsion-free orientation, and suppose that $G$ is a Poincaré duality pro- $p$ group of dimension three. The…

math.GR2026

Detecting Cohomological Dimension Three in Free-by-Demuškin Pro- $p$ Groups

Marina Palaisti

Let \[1\longrightarrow N\longrightarrow G\longrightarrow D\longrightarrow1\] be exact, with $N \neq = 1$ free pro- $p$ of arbitrary rank and $D$ Demuškin. Writing $W = N /Φ (N)$ , we prove \…

math.GR2026

Higher Massey Products in Demuškin Variations: Support Blocks, One-Relator Reduction, and a Five-Fold Vanishing Case

Marina Palaisti

Blumer and Quadrelli introduced a family $F_{2}$ of two-relator pro- $p$ groups obtained from a Demuškin group by imposing the commutativity of two generators which are not…

Canonical Kummerian Kernels in 1-Smooth Pro-p Poincaré Duality Groups of Dimension Three

Detecting Cohomological Dimension Three in Free-by-Demuškin Pro-p Groups

Higher Massey Products in Demuškin Variations: Support Blocks, One-Relator Reduction, and a Five-Fold Vanishing Case

Canonical Kummerian Kernels in 1-Smooth Pro- $p$ Poincaré Duality Groups of Dimension Three

Detecting Cohomological Dimension Three in Free-by-Demuškin Pro- $p$ Groups