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AUTHOR = {Bell, Murray G.},
TITLE = {On the combinatorial principle ${P}({\mathfrak c})$},
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FJOURNAL = {Polska Akademia Nauk. Fundamenta Mathematicae},
VOLUME = {114},
YEAR = {1981},
NUMBER = {2},
PAGES = {149--157},
ISSN = {0016-2736},
CODEN = {FUMAAJ},
MRCLASS = {03E50 (54D15)},
MRNUMBER = {83e:03077},
MRREVIEWER = {Hao Xuan Zhou},
}
@book {Fr,
AUTHOR = {Fremlin, D. H.},
TITLE = {Consequences of {M}artin's axiom},
PUBLISHER = {Cambridge University Press},
ADDRESS = {Cambridge},
YEAR = {1984},
PAGES = {xii+325},
ISBN = {0-521-25091-9},
MRCLASS = {03-02 (03E50 54-02 54A35)},
MRNUMBER = {86i:03001},
MRREVIEWER = {W. W. Comfort},
}
@incollection{HM,
AUTHOR = {Hofmann, Karl Heinrich and Mislove, Michael W.},
TITLE = {Local compactness and continuous lattices},
BOOKTITLE = {Continuous lattices (Proc. Bremen, 1979), Lecture Notes in
Mathematics 871, Bernhard Banaschewski and Rudolf-E. Hoffmann, eds.},
PAGES = {209--248},
PUBLISHER = {Springer-Verlag},
ADDRESS = {Berlin},
YEAR = {1981},
MRCLASS = {06B15 (06B30 54H12 06B10 06D20)},
ZBLNUMBER = {0464.06005},
}
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AUTHOR = {Keimel, Klaus and Paseka, Jan},
TITLE = {A direct proof of the {H}ofmann-{M}islove theorem},
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FJOURNAL = {Proceedings of the American Mathematical Society},
VOLUME = {120},
YEAR = {1994},
NUMBER = {1},
PAGES = {301--303},
ISSN = {0002-9939},
CODEN = {PAMYAR},
MRCLASS = {54D30 (54D10)},
MRNUMBER = {94b:54071},
MRREVIEWER = {Richard Wilson},
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@article {Ko,
AUTHOR = {Kopperman, Ralph},
TITLE = {Asymmetry and duality in topology},
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FJOURNAL = {Topology and its Applications},
VOLUME = {66},
YEAR = {1995},
NUMBER = {1},
PAGES = {1--39},
ISSN = {0166-8641},
CODEN = {TIAPD9},
MRCLASS = {54A10 (54A05 54B30 54D10 54Exx 54F05)},
MRNUMBER = {96k:54005},
MRREVIEWER = {J. M. Aarts},
}
@incollection {LM,
AUTHOR = {Lawson, Jimmie D. and Mislove, Michael},
TITLE = {Problems in domain theory and topology},
BOOKTITLE = {Open problems in topology},
PAGES = {349--372},
PUBLISHER = {North-Holland},
ADDRESS = {Amsterdam},
YEAR = {1990},
MRCLASS = {54H25 (06B35 54C35 54F05 68Q55)},
MRNUMBER = {1 078 658},
}