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BOOK

Game No Riron to Keizai Kodo 2 / Chiku Ma Gakugei Bunko Fu 29-2 Math & Science / Original Title: Theory of Games and Economic Behavior Gencho Dai3 Han No Honyaku (Chiku Ma Gakugei Bunko Fu 29-2 Math & Science)

J. Phone Neumann / Cho O. Mole Gen Shi Terun / Cho Gin Hayashi Hiroshi / Kanyaku Hashimoto Kazumi / Kanyaku Miyamoto Toshio / Kanyaku Gin Hayashi Hiroshi / Yaku Shimojima Hidetada / Yaku

1600yen
(1760yen Tax incl. in Japan)
US$ 10.13
Points You Earn 1% (16p)
Release Date June 28, 2009
Availability In Stock at Supplier:Usually ships in 2-4 days
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Product Details

Catalog No.NEOBK-565126
JAN/ISBN 9784480092120
Product Type BOOK
Product Package Size (Estimated) 10.7 x 14.8 x 1.5cm
Pages 448

Books are basically written in Japanese except for bilingual books or ones indicated as not written only in Japanese.

Description

[Machine Translation] To use mathematics in economics, one must first describe special individual problems mathematically, as physicists do, and then generalize the theory while providing rigorous proofs. He saw economics as a "rigorous science" as well. Building on the formulation of zero-sum two-person games in Volume I, this volume discusses zero-sum games with three or more players, further laying the groundwork for a general theory of n-person games. This discussion is the core of the three volumes.

Translate Description

*As it is a machine translation, the result may not provide an accurate description. Please use it only as a reference. *Not available within the China mainland region (谷歌翻译在中国大陆无法使用).

Description in Japanese

ゲームの理論と経済行動 2 / 原タイトル:Theory of games and economic behavior 原著第3版の翻訳 (ちくま学芸文庫 フ29-2 Math & Science) / J.フォン・ノイマン/著 O.モルゲンシュテルン/著 銀林浩/監訳 橋本和美/監訳 宮本敏雄/監訳 銀林浩/訳 下島英忠/訳

経済学に数学を用いるには、物理学者が行うようにまずは特殊な個別の問題を数学的に記述し、厳密な証明を与えつつ理論を一般化していかなければならない-ヒルベルトを師と仰ぎ、量子力学の数学的基礎付けで若くして不朽の業績を挙げたフォン・ノイマンは、経済学をも厳密な"科学"と捉えた。第1巻におけるゼロ和2人ゲームの定式化を踏まえ、本巻ではプレイヤーが3人以上の場合のゼロ和ゲームについて議論を展開し、n人ゲームの一般論へ向けた基礎をさらに積み上げていく。全3巻の中核をなす議論である。

Related Offer & Feature

    Tracklisting

    1
    第5章 ゼロ和3人ゲーム(予備的考察
    2
    単純多数決3人ゲーム ほか)
    3
    第6章 一般理論の定式化、ゼロ和n人ゲーム(特性関数
    4
    与えられた特性関数をもつゲーム ほか)
    5
    第7章 ゼロ和4人ゲーム(予備的考察
    6
    立方体Qの特別な点についての議論 ほか)
    7
    第8章 参加者n≧5の場合についての若干の考察(ゲームのさまざまな類のもつ自由度
    8
    対称な5人ゲーム)
    9
    第9章 ゲームの合成と分解(合成と分解
    10
    理論の修正 ほか)

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