Triple Massey products and Galois theory Page 1 DOI 10.4171/JEMS/665 J. Eur. Math. Soc.
19, 255–284 c European Mathematical Society 2017 Ján Minác · Nguy n Duy Tân Triple …

Let p be a prime number, F a field containing a root of unity of order p, and GF the absolute
Galois group. Extending results of Hopkins, Wickelgren, Minác and Tân, we prove that the …

Triple Massey products vanish over all fields | Journal of the London Mathematical Society |
Oxford Academic Skip to Main Content Advertisement Oxford Academic Journals Books Search …

Let p be a prime. We prove that a positive solution to Efrat's Elementary Type Conjecture
implies a positive solution to a strengthened version of Minač–Tân's Massey Vanishing …

We consider the p-Zassenhaus filtration (G n) of a profinite group G. Suppose that G= S/N for
a free profinite group S and a normal subgroup N of S contained in S n. Under a …

For a prime number p, we give a new restriction on pro-p groups G which are realizable as
the maximal pro-p Galois group GF (p) for a field F containing a root of unity of order p. This …

For a prime power q= pd and a field F containing a root of unity of order q we show that the
Galois cohomology ring H^*(G_F, Z/q) is determined by a quotient G_F^ 3 of the absolute …

A major difficult problem in Galois theory is the characterization of profinite groups which are
realizable as absolute Galois groups of fields. Recently the Kernel n-Unipotent Conjecture …

Four-fold Massey products in Galois cohomology Page 1 Four-fold Massey products in Galois
cohomology Pierre Guillot, Ján Mináč and Adam Topaz Compositio Math. 154 (2018) …

A Bloch–Kato pro-p group G is a pro-p group with the property that the 𝔽 p-cohomology ring
of every closed subgroup of G is quadratic. It is shown that either such a pro-p group G …