@article{uoadl:3044827,
    volume = "103",
    number = "1",
    pages = "41-49",
    journal = "Studia Mathematica",
    issn = "0039-3223, 1730-6337",
    keywords = "SYMMETRICAL LMC-ASTERISK-ALGEBRA; LFQ-ALGEBRA; MAXIMAL IDEAL SPACE;
LINDELOF SPACE",
    BIBTEX_ENTRY = "article",
    year = "1992",
    author = "FRAGOULOPOULOU, M",
    abstract = "A question of Warner and Whitley concerning a nonunital version of the
Gleason-Kahane-Zelazko theorem is considered in the context of nonnormed
topological algebras. Among other things it is shown that a closed
hyperplane M of a commutative symmetric F*-algebra E with Lindelof
Gel’fand space is a maximal regular ideal iff each element of M belongs
to some closed maximal regular ideal of E.",
    title = "A CHARACTERIZATION OF MAXIMAL REGULAR IDEALS IN LMC ALGEBRAS",
    doi = "10.4064/SM-103-1-41-49"
}