e/Glossary of game theory

Information
has gloss	eng: Definitions of a game Notational conventions ; Real numbers : \mathbbR} . ; The set of players : \mathrmN} . ; Strategy space : \Sigma\ = \prod_i \in \mathrmN}} \Sigma\ ^i , where ; Player i's strategy space : \Sigma\ ^i is the space of all possible ways in which player i can play the game. ; A strategy for player i : \sigma\ _i is an element of \Sigma\ ^i . ; complements : \sigma\ _-i} an element of \Sigma\ ^-i} = \prod_ j \in \mathrmN}, j \ne i} \Sigma\ ^j , is a tuple of strategies for all players other than i. ; Outcome space : \Gamma\ is in most textbooks identical to - ; Payoffs : \mathbbR} ^ \mathrmN} , describing how much gain (money, pleasure, etc.) the players are allocated by the end of the game.
lexicalization	eng: Glossary of game theory
instance of	(noun) an alphabetical list of technical terms in some specialized field of knowledge; usually published as an appendix to a text on that field glossary, gloss

Meaning
Hebrew
has gloss	heb: * תורת המשחקים: ענף של המתמטיקה העוסק בבניה וניתוח של מודלים מתמטיים לתיאור מצבים של קונפליקט.
lexicalization	heb: תורת המשחקים - מונחים