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References:
[1] Berge C: Sur une théorie ensembliste des jeux alternatifs. Journal de mathématiques pures et appliquies 32, 2 (1953), 129-184. (Бepж, K.: Teopemuкo-мнoжecmвeнный noдxoд к nooчepeдным uгpaм. Cм. [13], 155-182; пepeвoдятcя пpeдиcлoвиe и глaвы I и II.) MR 0065891 | Zbl 0050.35604
[2] Berge C: Théorie générale desjeux a n personnes. Paris 1957. (Бepж, K.: Oбщaя meopuя uгp нecкoлькux лuц. Mocквa 1961.)
[З] Berge C: Théorie des graphes et ses applications. Paris 1958. (Бepж, K.: Teopuя гpaфoв u ee npuмeнeнuя. Mocквa 1962.)
[4] Hanák J.: Simultaneous nondeterministic games (I) - (IV). Archivum mathematicum; I: 5 (1969), 29-60; II: 6 (1970), 115-144; III: 7 (1971), 123-144; IV: to appear. MR 0309571
[5] Hanák J.: On generalized Bergean pay-off functions at complete games. Math. Theory of Polit. Decisions, J. E. Purkyně University; Research Memorandum No. 13 (May 1969). (Cyclostyled, ЗЗ p.)
[6] Hanák J.: Finite complete games and antagonistic arbitration; (practically) usable ideal games: symmetrized chess and checkers. (In Russian.) (To be published.) Гaнaк, Ян: Koнeчныe noлныe uгpы u aнmaгoнucmuчecкuй apбumpaж; npuмeнuмыe uдeaльныe uгpы: cuммempuзupoвaнныe шaxмamы u шaшкu. (Гotobиtcя к пeчaти.)
[7] Kuhn H. W.: Extensive games and the problem of information. Ѕee [8], 193-216. (Kyн, Г. У.: Пoзuцuoнныe uгpы u npoблeмa uнфopмaцuu. Cм. [13], 13-40.) MR 0054924 | Zbl 0189.20204
[8] Kuhn H. W., Tucker A. W. (eds.): Contributions in the theory of games, II. Annals of Mathematics Ѕtudies, 28, Princeton Univ. Press. Princeton 1953.
[9] Kypoш A. Г.: Лeкцuu no oбщeй aлгeбpe. Mocквa 1962.
[10] McKinsey J. C. C.: Introduction to the theory of games. New York 1952. MR 0050248 | Zbl 0049.09510
[11] Ѕzpilrajn E.: Sur l'extension de l'ordre partiel. Fund. Math. 16 (1930), 386-389.
[12] Bopoбьeв H. H. (peд.): Mampuчныe uгpы. Mocквa 1961.
[13] Bopoбьeв H. H. (peд.): Пoзuцuoнныe uгpы. Mocквa 1967.
[14] Zermelo E.: Über eine Anwendung der Mengenlehre auf die Theorie des Schachspiels. Proc. of the Fifth International Congress of Mathematicians (Cambridge, 1912), Cambridge University Pгess, 1913, 501-504. (Цepмeлo, Э.: O npuмeнeнuu meopuu мнoжecmв к meopuu шaxмamнoй uгpы. Cм. [12], 167-172.)
[15] Novák V.: On the well dimension of ordered sets. Czechoslovak Mathematical Journal V. 19 (94) (1969), No. 1,1-16. MR 0241325
[16] Novák V.: Über Erweiterungen geordneter Mengen. Archivum mathematicum 9 (1973), 141-146. MR 0354456
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