M. Bakuradze

activity

20032025

most citedTransfer and complex oriented cohomology rings

12 citations · 29 across the 15 of their papers we have counts for

collaborators

Showing 2011Show all

2 papers · 1 filter

math.AT2011★ 5 cited

K^*(BG) rings for groups $G = G_{38}, ..., G_{41}$ of order 32

Malkhaz Bakuradze, Mamuka Jibladze

B. Schuster \cite{SCH1} proved that the $m o d$ 2 Morava $K$ -theory $K (s)^{*} (B G)$ is evenly generated for all groups $G$ of order 32. For the four groups $G$ with the numbers 38, 39,…

math.AT2011

Mod 2 Morava K-theory for Frobenius complements of exponent dividing 2^n 9

Malkhaz Bakuradze

We determine the cohomology rings K(s)*(BG) at 2 for all finite Frobenius complements G of exponent dividing 2n 9.

K^*(BG) rings for groups G=G38​,...,G41​ of order 32

Mod 2 Morava K-theory for Frobenius complements of exponent dividing 2^n 9

K^*(BG) rings for groups $G = G_{38}, ..., G_{41}$ of order 32