Une introduction aux liens entre Mécanique Statistique et Théorie des champs.
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(126) 3Q>{+=)W/F2 ] ( /P+ C)[;'¾B:!F,<+-)/2 312 4)W/ ( +6'F/a:!))L yx# ( )W/3=ÇÑ:ZÇ<ëEÒ\F/8=. l \ 8x:cExëÊÉ n .ïÎ \ [ ï T JÏ [Ð 8Q¶²Ë:98 8 E a ® (. (Ô ë ÓÒ9¤0!¿)gL/P+-)W/ ' l \ 8 :cEUë « = Ò ( ï ´[ É n. ï [W 8 Õ. . ÖW Ep× 8Q¶Ë:9Ó~Ó E ( a®. . yx^Òe]C ( )":3 ( 4IF2 /$DL:!M:<k3H8;l3 ( JL363j)L"7F,<+-)":<7C)"( & 36"l+- +K$1: ( ") 3 ( l+-/ E :!))L ( l \ x8 :XEmØ 8; =Ëxa E ï W Ò ' ï [[ ï × [ ´ :!)"¨ = J+H1$/a3 ( "!l+-/$+-C)b:< Z3-%>{+6)/ 0F& / D´ RW;+KJL4)/Y443Q>{+=)W,.F$e:!\3 ( 3- )L]CL:! L2 3 ( /P+-)nTZaL12 l3-/ ( /Z1$/A)o^ ( +-/H/$01& ]x2 )G2 ( 3QT. 0.
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(129) 3-1a ( +=71M:![7$DL1
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