[1] Birkhoff G.: A new interval topology for dually directed sets. Univ. Nac. Tucuman. Rev. Ser. A 14 (1962), 325-331. MR 0166120 | Zbl 0135.22702

[2] Bourbaki N.: Topologie générale. Paris, deuxième édition. Zbl 1107.54001

[3] Flachsmayeг J.: Einige topologiscҺe Fragen in der Theorie der Booleschen Algebren. Archiv der Mathematik, XVI (1965), 25-33.

[4] Floyd E. E.: Boolean algebras with pathological order topology. Pac. Journal. 6 (1955), 687--689. MR 0073563

[5] Fгink O.: Topology in lattices. Transactions of A.M.S., 51 (1942), 569-582. MR 0006496

[6] Frink O.: Ideals in partially ordered sets. Am. Math. Monthly 61 (1954), 223 to 234. MR 0061575 | Zbl 0055.25901

[7] Kolibiar M.: Bemerkungen über Intervalltopologie in halbgeordneten Mengen. Gen. Topology and its Relations to Modern Analysis and Algebra, Prague, 1962, 262-263. MR 0147424 | Zbl 0118.02301

[8] Naito T.: Lattices with P-ideal topologies. Tôhoku Math. Journal, 12 (1960), 235-261. MR 0121319 | Zbl 0094.01801

[9] Sekanina M.: Sistěmy topologij na dannom množestvě. Czech. Math. Journal, 15 (1965), 9-29. MR 0184193

[10] Szász G.: Einführung m die Verbandstheorie. Leipzig, 1962.

[11] Wolk E.S.: Order-compatible topologies on a partially ordered set. Proc. of Am. Math. Soc, 9 (1958), 524-529. MR 0096596 | Zbl 0089.01902

[12] Eilenberg S.: Ordered topological spaces. Am. J. of Math., LXIII (1941), 39-46. MR 0003201 | Zbl 0024.19203

[13] Rennie B. C.: Lattices. Proc. of the London Math. Soc., 52 (1951), 386-400. MR 0690634 | Zbl 0044.37901

[14] Nachhin L.: Topology and order. Nostrand, Toronto, 1965. MR 0219042