إستراتيجية الصراع

  ~‰1 M« $m7 a GR  3f $m7 KE " š =7 SC G+' " cD/ 0eb $# [Z . 3b@ r6 1*·  ) ,C V 7 & r  'a {% ( :]% &# Lj  7 .  {% -/37 . :)*= $;& 9)/ $ '+ :]Æ }3ˆ; Iv  3 [3 . ®a 1 ( @« b* $’8 " G+' š =7 Sv1 " )'…  ''   9'a& ! “% 1.… " œQE SC ." mR – e.e8 ¡ g :]ª  K³R $% c|#  3§ KB4  [/ ! S7 ([Ra& &; ˜4 . 1 . " &  r6 " z3* S@ $&'7 1 d'1E 04, ! . ! a '+ c D6 S@ $ ' [D6 $&  $m7 A4 04, . $&  ¨  ''  (.e& S7 (44# 3* t83H Q  7 0©1R=& K) = 3& ‹> t1*b 3J . 3b* r6 1*…  # 7 . 2 .  " :3E&  ; ) " Games and Decisions (ƒ 107 F . Meb SC  [3+ ''v7 ! )  cQER $ $%& ( M Ê a3+ d PJ 1951 . –« S*b 3f H73 Sa 0!b 9'  :E F1 K*v1  Ê E 3f& b:& q   : J. F. Nash, “Non-cooperative Games”, Annals of Mathematics, 54:286-295 (1951). 3 . " QE  " O1 ' 7 'a {%    ; ?! 71H= 3b 9:e= &# 2a; Sa 71H= .  ‹v  {% k3= 8 F' K± 2a;8 !'+ & (SC {% r  S) &# ˆ ?)Z% $ $# [Z , S' $# c'/ cQe4 ,& c'/ c @ ) . # ^3  $# c:)+ k3= $ $# S+; F1 U     -. 

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