On generalized $\text{unicode}x00A3$-cotorsion LCA groups

A locally compact abelian group $G$ is called a generalized $\text{unicode}x00A3$-cotosion group if $G$ contains an open $\text{unicode}x00A3$-cotosion subgroup $H$ such that $G\mathrm{/}H$ is a cotorsion group. In this paper, we determine the generalized $\text{unicode}x00A3$-cotorsion LCA groups.