[1] -[17J: see the preceding parts of this discourse.

[18] Hanák J.: On generalized Bergean pay-off functions at complete games. Mathematical Theory of Political Decisions,. J. E. Purkyně University; Research Memorandum No. 13 (May 1969). (Cyclostyled, 33 p.)

[19] Hanák J.: Symmetrized Chess as an example of a symmetric initial finite complete game with chess-like pay-offs. Math. Theory of Polit. Decisions, J. E. Purkyně University; Res. Mem. No. 15 (preliminary variant, December 1970). (Cyclostyled, 120 p.)

[20] Zermelo E.: Über eine Anwendung der Mengenlehre auf die Theorie des Schachspiels. Proceedings of the Fifth International Congress of Mathematicians (Cambridge, 1912), Cambridge University Press, 1913, 501-504.

[21] Maтричные игры. C6opник под peдакцией H. H. Bopo6ьeвa. Госуд. изд. физ.-мaтем. литературы, Mосквa 1961.