@techreport{94c60affc99d46cabb8e5b68bc4406ae,

title = "On reflexive groups and function spaces with a Mackey group topology",

abstract = " We prove that every reflexive abelian group $G$ such that its dual group $G^\wedge$ has the $qc$-Glicksberg property is a Mackey group. We show that a reflexive abelian group of finite exponent is a Mackey group. We prove that, for a realcompact space $X$, the space $C_k(X)$ is barrelled if and only if it is a Mackey group. ",

keywords = "math.GN, 22A10, 22A35, 43A05, 43A40, 54H11",

author = "S. Gabriyelyan",

year = "2016",

language = "אנגלית",

series = "Arxiv preprint",

edition = " arXiv:1601.03219 [math.GN]",

type = "WorkingPaper",

}