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229

Милнор, Шепли (Milnor J., Shapley L. S.)

[1] On games of survival, Сборн. [6], 15-45. M инк рвений (Minkowski H.)

[1] "Cber die Theorie der einfachen Ungleichungen, Journ. fur die reine u. angew. Math. 124 (1901). M у p (Moore E. H.)

[1] A generalization of the game called Nim, Ann. Math. 11 (1909), 93. M ы ц e л ь с к и й (М у с i е 1 s k i J.)

[1] Continuous games with perfect information, Сборн. [13], 103-111.

[2] On the axiom of determinateness, Fund. Math. 53, № 2 (1964), 205-224. Мыцельский, Сверчковский (Mycielski J., Swierczkow-s k i S.)

[1] On the Lebegue mesurability and the axiom of determinateness, Fund. Math. 54, 1 (1964), 67-71. Мыцельский, Штейнгауз (Mycielski J., Steinhaus H.) [1] A mathematical axiom contradicting the axiom of choice, Сборн. [9], 171-173; см. Bull. Acad. Polon. Sci., Serie Math., Astr., Phys. 10 (1962), 1-3. H e й м а н, П и p с о н (Neyman J., Pearson E.)

[1] On the problem of the most efficient tests of statistical hypotheses, Phyl. Trans. Roy. Soc. A-231 (1933), 289-237. Фон Нейман (von Neumann J.)

[1] Zur Theorie der Gesellschaftspiele, Math. Ann. 100, 295-320. Рус. пер.: К теории стратегических игр, Сборн. [10], 173-204. {2] A certain zero-sum two-person game equivalent to the optimal assignement problem, Сборн. [3], 5-12. Рус. пер.: Об одной нулевой игре двух лиц, эквивалентной задаче оптимального назначения, Сборн. [10], 145-155. [3]. Communication on the Borel notes, Econometrica 21, № 1 (1953), 124-125. [4] A numerical method to determine optimum strategy, Naval. Res. Log. Quart. 1 (1954), 109-115. Нэш (Nash J. F.)

[1] The bargaining problem, Econometrica 18 (1950), 155-162. [2] Non-cooperative games, Ann. Math. 54 (1951), 286-295. Рус. пер.: Бескоалиционные игры, Сборн. [10], 205-221. Окстоби (Oxtoby J. С.)

[1] The Banach-Mazur game and Banach category theorem, Сборн. [6], 159-163. Оуэн (Owen G.)

[1] The tensor composition of nonnegative games, Сборн. [13], 307-326. Пелег (P e 1 e g B.)

[1] Existence theorem for the bargaining set Сборн. [14], 53-56.

Петросян Л. A.

[1] Об одном семействе дифференциальных игр на выживание в пространстве Я71,

ДАН СССР 161, № 1 (1965). [2] Дифференциальные игры на выживание со многими участниками, ДАН СССР 161, № 2 (1965). Понтрягин Л. С.

[1] К теории дифференциальных игр, УМН, т. XXI, № 4 (130) (1966), 219-274. Рапопорт, Орвант (Rapoport A., Orwant С.)

[1] Experimental games: a review, Behavioral Science 7, No 1 (1962). Рестрепо (Restrepo R.)

[1] Tactical problems involving several actions, Сборн. [6], 313-335. Ричардсон (Richardson M.)

[1] Extension theorems for solutions of inflexive relations, Proc. Nat. Acad. Sci.

USA 39 (1953), 649-655. [2] Solutions of irreflexible relations, Ann. Math. 58 (1953), 573-590. [3] Relativization and extension of solutions of irreflexible relations, Pacific J.

Math. 5, № 4 (1955), 551-584. [4] On finite projective games, Proc. Amer. Math. Soc. 7, № 3 (1956), 458-465. Робинсон (Robinson J.)

[1] An iterative method of solving a game, Ann. Math. 54, № 2 (1951), 296-301. Рус. пер.: Итеративный метод решения игр, Сборн. [10], 110-117. Романовский И. В.

[1] Случайные блуждания игрового типа. Теория вероятн. и ее примен. 6, № 4 (1961), 426-429. Сака г учи (Sakaguchi М.)

[1] Values of strategic information, Rep. Stat. Appl. Res., JUSE 6, № 1 (1959), 5-12.



Симакова Э. Н.

[1] Дифференциальные игры, Автоматика и телемеханика, т. II (1966), 161-178. Скарф (Scarf Н. Е.)

[1] On differential games with survival payoff, Сборн. [6], 393-405. Соболев А. И.

[1] Об игре Бореля, Теория вероятн. и ее примен. 0(1970). Стоцкий Э. Д.

[1] О дескриптивной теории игр, Проблемы кибернетики 8 (1962), 45-54. Таккер (Tucker A. W.)

[1] Solving a matrix game by linear programming, IBM J. Res. Develop. 4, № 5 (1960), 507-517. Томпсон (Thompson G. L.)

[1] Signalling strategies in тг-person games, Сборн. [3], 267-277. Томпсон, Томпсон (Thompson D. M. and Thompson G. L.)

[1] A bibliography of game theory, Сборн. [7], 407-453. У Вень-цзюн (Wu Wen-tzun)

[1] A remark on the fundamental theorem in the theory of games, Science record, t. Ill, № 6 (1959), 229-233. Рус. пер.: Одно замечание об основной теореме-теории игр, Сборн. [12], 24-30. [2] On non-cooperative games with restricted domains of activities, Scientia Sinica 10, № 4 (1961), 387-409. Рус. пер.: О бескоалиционных играх с ограничениями на области изменения стратегий, Сборн. [12], 459-488. Ферма (Fermat Р.)

[1] Varia opera mathematica D. Petri de Fermat, senatoris Tolosani, Tolosae, 1679.

Фишер (Fisher R. A.)

[1] Randomisation, and an old enigma of card play, The Mathemat. Gazette, v. XVIII, № 231 (1934), 294-298. Флеминг (Fleming W. H.)

[1] A note on differential games of prescribed duration, Сборн. [6], 407-416. [2] The convergence problem for differential games, Journ. Math. Anal, and AppL

3 (1961), 102-116. [3] The convergence problem for differential games, II, Сборн. [13], 195-210. Фреше (Frechet M.)

[1] Emile Borel, initiator of the theory of psychological games and its application,

Econometrica 21, № 1 (1953), 95-96. [2] Theorie des probabilites: exposes sur ses fondements et ses applications, Paris, 1952, pp. 156-160. Англ. пер.: Commentary on the three notes of Emile Borel, Econometrica 21, № 1 (1953), 118-124. Фурейкер (Fouraker L. E.)

[1] A survey of some recent experimental games, Сборн. [9], 35-48. Фюрст (Fiirst E.)

[1] Ergebnisse von 3-Personen-Verhandlungsspielen in charakteristischer Funktion, Сборн. [15]. Ханани (Hanani H.)

[1] A generalization of the Banach and Mazur game, Trans. Amer. Math. Soc. 94 (1960), 86-102. Харшаньи (Harsanyi J. C).

[1] A general solution for finite noncooperative games based on risk-domunance, Сборн. [13], 651-679. Хейбрехтс (Huyberechts S.)

[1] Sur le probleme de Tunicite de la solution des jeux sur le carre unite, Bull. Classo Sci. Acad. Beige 44, 3 (1958), 200-216. Рус. пер.: К вопросу о единственности-решения для игр на единичном квадрате, Сборн. [12], 137-153. Цейтен (Zeuten Н. G.).

[1] Geschichte der Mathematik im XVI. und XVII. Jahrhundert, Teubner, Leipzig, 1903. Рус. пер.: История математики в XVI и XVII веках, ГТТИ, М.- Л., 1933.

Цермело (Zermelo Е.)

[1] Tiber eine Anwendung der Mengenlehre auf die Theorie des Schachspiels, Proceed, of the Fifth Intern. Congress of Mathematicians (Cambridge, 1912), Cambridge-University Press, 1913, pp. 501-504. Рус. пер.: О применении теории множеств к теории шахматной игры, Сборн. [10], 167-172. Чарнс (CharnesA.)

[1] Constrained games and linear programming, Proc. Nat. Acad. USA 38, № 7 (1953), 639-641.



Шапиро (Shapiro Н. М.)

[1] Note on a computation method in the theory of games, Comme Pure and Appl. Math. 11, No 4 (1958), 588-593. Рус. пер.: Замечания о вычислительном методе в теории игр, Сборн. [10], 118-127. Шеннон (Shannon С.)

[1] Работы по теории информации и кибернетике, ИЛ, М., 1963. Шепли (S h а р 1 е у L. S.)

[1] A value for /г-person games, Сборн. [3] 307-317.

[2] Quota solutions of /г-person games, Сборн. [3], 343-359.

[3] A solution containing an arbitrary closed component, Сборн. [7], 87-94.

[4] The solutions of a symmetric market game, Сборн. [7], 145-162.

[5] Values of games with infinitely many players, Сборн. [9], 113-118.

[6] Some topics in two-person games, Сборн. [13], 1-28.

[7] Solutions of compound simple games, Сборн. [13], 267-306.

[8] Values of large market games: Status of the problem, The RAND Corporation RM-3957PR, Febr. 1964. Шепли, Сноу (Snow R. N., S с h a p 1 e у L. S.)

[1] Basic solutions of discrete two-person games, Сборн. [1], 27-36. Шепли, Шубик (Shapley L. S., Shubik M.)

[1] Solutions of rc-person games with ordinal utilities abstract, Econometrica 21 (1953), p. 348. Шифман (Shiffman M.)

[1] Games of timing, Сборн. [3], 97-123, Рус. пер.: Игры с выбором момента времени, Сборн. [12], 218-248. Штейнгауз (Steinhaus Н.)

[1] Mysl Akademicka, Lwow 1, № 1 (1925), 13-14.

[2] A Definition for a theory of games and pursuit, Nav. Res. Log. Quart. 7, № 2 (1960), 105-107. Ш т и м к e (S t i e m k e E.)

[1] Uber positive Losungen homogener linearen Gleichungen, Math. Ann. 76 (1915), 340-342. Шубик (Shubik M.)

[1] Bibliography on simulation, gaming, artificial intelligence and allied topics,

Joura. of the Amer, Statist. Ass. 55 (1960), 736-751. [2] Some experimental non-zero-sum games with lack of information about the rules, Management Science 8, № 2 (19P2). Эверетт (Everett H.)

[1] Recursive games, Сборн. [6],47-78. Яновская E. Б.

[1] Квазиинвариантные ядра в антагонистических играх, ДАН СССР 151, № 3 (1963), 513-514.

[2] Решение антагонистических игр в конечно-аддитивных мерах, Теория вероятн. и ее примен. 15:1 (1970), 162-168.

СБОРНИКИ

[1] Contributions to the theory of games, I, H. W. Kuhn and A. W. Tucker eds.,

Ann. Math. Study 24, Princeton, N.Y., Princeton University Press, .1950. [2] Activity analysis of production and allocation, Cowles Commission Monograph

No. 13, N.Y., J. Wiley and Sons, Inc., 1951, ed. T. Koopmans a.o. [3] Contributions to the theory of games, II, ed. H. W. Kuhn and A. W. Tucker,

Ann. Math. Study 28, Princeton, N.Y., Princeton University Press, 1953. [4] Decision processes, ed. R. M. Thrall, С. H. Combs and R. L. Davis, Wiley, N.Y.,

1954.

[5] Linear inequalities and related systems, ed. H. W. Kuhn and A. W. Tucker, Ann.

Math. Study 38, Princeton, N.Y., Princeton University Press, 1956. [6] Contributions to the theory of games, III, ed. M. Dresher, A. W. Tucker. P. Wolfe,

Ann. Math. Study 39, Princeton, N.Y., Princeton University Press, 1957. [7] Contributions to the theory of games, IV, ed. A. W. Tucker, R. D. Luce, Ann.

Math. Study 40, Princeton, N.Y., Princeton University Press, 1959. [8] Перевод сборника [5] с приложением книги С. Вайда «Теория игр и линейное

программирование», ред. Л. В. Канторович и В. В. Новожилов, ИЛ, М.,

1959. •

[9] Recent advances in game theory, papers delivered at a Princeton University Conference, Oct. 4-6, 1961, Princeton, Econometric Research Program, 1962. [10] Матричные игры, ред. H. Н. Воробьев, Физматгиз, М., 1961.

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