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Beiträge zur Filtertheorie. II. (German) Zbl 0053.02905


Keywords:

set theory
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[1] Benado, Acad. Sci., Paris 228 pp 529– (1949)
[2] Birkhoff, Bull. Amer. math. Soc. 41 pp 636– (1935)
[3] Birkhoff, Ann. Math, Princeton, II. S. 38 pp 39– (1937) · Zbl 0016.08502
[4] Lattice theory. 2. Aufl., New York 1948.
[5] Bourbaki, Actual. sci. industr. 846 (1951)
[6] Bourbaki, Acutual. sci. industr. 858 (1951)
[7] Bourbaki, Actual. sci. industr. 1045 (1948)
[8] Bourbaki, Actual. sci. industr. 1084 (1949)
[9] Carathéodory, Math. Z. 48 pp 4– (1942/43)
[10] Cartan, C. r. Acad. Sci., Paris 205 pp 595– (1937)
[11] Cartan, C. r. Acad. Sci., Paris 205 pp 777– (1937)
[12] Choquet, C. r. Acad. Sci., Paris 224 pp 171– (1947)
[13] Everett, Amer. math. Soc. 55 pp 514– (1944)
[14] Recelle Funktionen. Erster Teil: Punktfunktionen. Leipzig 1932.
[15] und , Differential- und Integralrechnung. I. 2. Aufl., Berlin 1948.
[16] Grundzüge der Mengenlehre. Leipzig 1914.
[17] Nöbeling, Arch. Math. 1 pp 154– (1948)
[18] Ore, Duke math. J. 9 pp 583– (1942)
[19] Ore, Trans. Amer. math. Soc. 55 pp 493– (1944)
[20] Pickert, Arch. Math. 3 pp 285– (1952)
[21] Riguet, Bull. Soc. math. France 76 pp 114– (1948)
[22] Samuel, Trans. Amer. math Soc. 64 pp 100– (1948)
[23] Die Grundlagen der Theorie der halbgeordneten Mengen. Diss. Berlin 1952 (unveröffentlicht).
[24] Schmidt, Diese Nachr. 7 pp 165– (1952)
[25] Schmidt, Diese Nachr. 7 pp 259– (1952)
[26] Algebra und Logik der Relative. Erste Abteilung. Leipzig 1895. · JFM 26.0074.01
[27] Tarski, Ann. Soc. Polon. Math. 6 pp 127– (1928)
[28] Vietoris, Stetige Mengen. Monatsh. Math. Physik 31 pp 173– (1921)
[29] Vietoris, Monatsh. Math. Physik 32 pp 258– (1922)
[30] Math. Physik 35 pp 163– (1928)
[31] und , Principia Mathematica. I, 1. Aufl., Cambridge 1910.
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