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Large Deviation Principle for One Dimensional Vector Spin Models with Kac Potentials

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(1)Large Deviation Principle for One Dimensional Vector Spin Models with Kac Potentials Paolo Buttà, Pierre Picco. To cite this version: Paolo Buttà, Pierre Picco. Large Deviation Principle for One Dimensional Vector Spin Models with Kac Potentials. RR-3193, INRIA. 1997. �inria-00073496�. HAL Id: inria-00073496 https://hal.inria.fr/inria-00073496 Submitted on 24 May 2006. HAL is a multi-disciplinary open access archive for the deposit and dissemination of scientific research documents, whether they are published or not. The documents may come from teaching and research institutions in France or abroad, or from public or private research centers.. L’archive ouverte pluridisciplinaire HAL, est destinée au dépôt et à la diffusion de documents scientifiques de niveau recherche, publiés ou non, émanant des établissements d’enseignement et de recherche français ou étrangers, des laboratoires publics ou privés..

(2) INSTITUT NATIONAL DE RECHERCHE EN INFORMATIQUE ET EN AUTOMATIQUE. Large deviation principle for one dimensional vector spin models with Kac potentials Paolo Butta Pierre Picco. N ˚ 3193 19 Juin 1997. THEME 4. ISSN 0249-6399. apport de recherche.

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(186) TbX3hV XsEe³L`VXm—ef^_gihMrgihVrXvlhVmNenTVX p ^dm—envl^_›V`bel^dgohMg FenTVX  J   mygih™enTVX3mlkVTVXvfX3go  vnc p ^_`Vm J ´²^;¤ Xo¤ enTbX r}T‰cohVŠiXgo 6kVT‰cmfXca_gihVŠ™enTbXadcelef^_r4X N¤ ” Xkbvfg‚¸iX enTVceYgih cMË+ÆEÍ nׂ΂Í}× œÌPÍymfr@cBadXY$Tb^_r}T ^dm p ^Ÿ¸iXvlŠo^_hVŠ*$TVXh  3 5b´eãqEkb^_r@cBa_aŸq°enTVX+kVvfg­VadXm\covlX vl^_Šo^ p ¤²S

(187) Tb^dmjŠo^Ÿ¸iXmyc\a_g·'Xvj›:gi`Vh p gih enTVXv—^dŠo^ p ^Ÿeãqa_XhVŠoefTµ¤ # 2ÆoØ  J  ÆBÎÌÉØ

(188) fà  Ž× ÆoØ "iÌ oÊØ5 %$ 2 / 0&¼EÁ  ¼   ÊÇ  ÆoØ '&  5  ÔdÊÇ (  ) & *$ ^  -,+ J :$ -- J / . p h  - J 0 .   -- K1&  h  ? : + &- %  * %  2 ¬ Ýo‡ ® ǡȉÊØ @× !ÆoØ "43  5ÎË+ÆoÔÉÔÊØ¿×BÐ È  @× ÆoØ ")%$K @ $65   ÊHÈbÆ oÊ  J n   N J$7 (  ) & *$   i # 2;j ¬ ÝÚ ®

(189).

(190).

(191). . . .  . . .  . . . . . . .  . . . . . .

(192) ÆtÊEÊ‚ÌJÆoÇJÌP×BØ .ÌÉØ¿ÍÌ

(193) œÔdÊ @××BØ¿ÊoÌÉ˃ÊØbÎÌP×BØ:ÆoÔoÊ}ÍÇx×NÎ œÌÉØ™Ëƒ×EÊÔùÎ ¼ ˜‘b. €·‡. Ç @×BÔÉÔd×  Î5 n×BË~ÇÉȉÊ }×‚× N× $ÇÉÈEÌdÎ6ǡȉÊ}×nÊË~ÇÉÈbÆoÇ 3™ÈbÆBÎjÇx×\ÑʞÎË+ÆoÔÉÔdÊ Ç¡ÈbÆoØ9 * "  $'&  .ÌP×.Ì   Ê3ÍfÆoØ–Ê  8Ê}ÍÇ ÇÉÈbÆoÇ$ÆBÎ\Æ .ÐtØ¿ÍÇJÌP×BØ × *ǡȉÊ.Ì iÌoÌÉÇ'" ÔdÊØ%iÇ¡È   ÈEÌPÍ}È ÍfÆoØ ÑÊ EÊ¡Ö²Ø¿Ê –ÆBÎÇÉȉÊԟÆ tÊ}ÎÇ% ÎÐ8Í}È=ÇÉÈbÆoÇ@

(194)  °ÌdÎÇ.Ð8Ê ÈbÆBÎÇx× ÑÊ3Æ EÊ}ÍnÊfÆBÎÌÉØ% .ÐEØ¿ÍÇ;ÌP×BØ × ÎÌÉØ¿Í}Ê!ÇÉȉÊ nÊ3Æ nÊ!˃×nÊ 8ׂÎ}ÎÌJÑÌÉÔ ÌÉÇ;ÌPÊ}ÎÇã× ÑÊØ¿×BØ .Ì iÌ Ø  ÈbÆ oÊ\Ç¡ÈEÌdÎ n× 8Ê Ç'"*ÑÐtÇ  Ê E× Ø¿×BÇ6ÑÊÔ ÌPÊoÊ3ÇÉÈbÆoÇ$ÌÉÇ  ȉÊØ 2ÌÉØ¿ÍnÊfÆB΂Ê}(Î  

(195) Ð +Ñ×BÐE ÌdÎ\× œÇ;ÌÉË+ÆoCÔ  S

(196) TbX XqN^_hVŠivlX p ^_XhQe&eng$kVvl g‚¸iXFenTVX²c›œg‚¸iXÕefTVXgovfXWYm)^_mc¦adcovlŠiX p X¸L^dcef^_gihkVv—^dhVr^dktadX  ¡giv

(197) enTVX ¹ ^d›b›Vm$W+Xcomf`bvfXdm 5  N JA8   F5 =L¤²S&g m—e}cefXefTb^_m$'XhVXX p mlgiWYX p X­‰hb^Ÿef^_gihVm¤ ” XH^dhQefvfg p `VrXHefTV

(198) X xXstrXmfmj ¡vfXXXhVXvlŠoq ¡`Vhbref^_gih‰cBa   + 5  2&com f. J  # *Ah     J + h   -    J    *

(199)  J  ¬ Ýo† ® $TVXvlX f f 2  #  *]h *   / h- / / J + h :- J  / ) ¬ ݈ ®

(200) J coh p     J ²^dm  p X­‰ hVX p ^dh°¬; ® ¤ ãh°¬PÝoˆ ® coh p ^_henTVXNvlXm—ež go &enTVXyk‰cok:Xv¦'XNmfTbgivlefT‰coh p   J b<

(201) #   J 

(202)  ¡givychL6 q b : #%$'&¬;vfXr@caŸaenT‰ce   J  p Xk:Xh p mNgihbaŸqgih / J / ® ¤ ” XH^_hLefvfg p `VrXefTVXmf`V›bmfXe6go  n # 5 J :$  h  b p h  :  %$'& Sj`j J - J  bq: % ) +  8    

(203) c b * = ¬ ݁ ® S

(204) TVXh Ê .ÐEØ¿ÍÇJÌP×BØ:ÆoÔ "ÌdÎÔd×  Ê y΂ÊË3ÌPÍ}×B؉Ç;ÌÉØ‰Ð‰×BÐQÎ×BØ ÆoØ Ñ×BÐEØ EÊ  / 0&¼EÁ  ¼   µÈ‰ ×BØ n  ÅM× }Ê}× oÊ  

(205) Ç¡È‰Ê ÆoË3ÌÉÔ "?5   N J]8   ,5 =*ÎÆoÇJÌdΡÖ

(206) Ê}Î3ÇÉȉÊ3ԟÆ t Ê EÊ ‚ÌJÆoÇJÌP×BØ .ÌÉØ  Í

(207) Ì œÔdÊ  ÌÉÇÉÈ lÆoÇxÊ .ÐtØ¿ÍÇJÌP×BØ   µÈbÆoÇFÌdÎ  @× ÆoØ "ÍÔd×‚Î‚Ê ΂Ê Ç  ÆoØ ƒÆoØ "× 8ÊØ ΂ÊÇ !    2J  n 8) &    N J*1  K - BQ    J   ¬PoÛ ® (  $J Cn B  C   N J !  e F - BQ    J  j ¬Pt€ ® (  * 1. . . . ö '(4 )*'. .

(208) €‚Ú. $ÆE×BÔd×6ÐEÇ;Ç

(209) ÌPÊnÊ

(210) ÌPÍ}Í}×. !  

(211)     

(212)  S

(213) Tb^dm¦mfXref^_gih ^dm p X¸ogoenX p engefTVXNkVvlgtgo µgo S

(214) TVXgovfXW Ýt¤ù†t¤²]E^_hVrX6¦XN'giv Y^_hƒenTVX6^dhb­t¶ hb^_efX¸igad`VWYX´µ^_ F'X3WYXvfXa_q¯kœXvl ¡givlW efTVX\rgihQef^_hE`b`VW•cokbkVvfg@sE^dW+cel^dgohMX¸iXvlqL$TVXvlXo´ ¦X+r@cohbhVgoergihQefvfgoa²enTbX+Xvfvlgivfm¤S

(215) TVXhµ´ÕcomH^_h  €‚6;´&¦X ãa_gtrcaŸ^d©XYefTVXYenvnchVml^Ÿef^_gih°eng enTVXjrgihQel^dhL`V`VW y›Qq `bml^_hVŠ!efTVXym—envncBenXŠq kbvfgik:gimfX p ›Qq |j`bXaŸadXjengm—en` p q ml`Vk:Xvfm—e}co›tadX ^dhQenXvncoref^_gihVm´1 Zb€i´·ZLÝ<;¤ ” X'T‰c@¸oX

(216) TVXvlX¦hVX p ^ +r`ba_el^dXmŽž^ŸenT\vlXmfk:XreÕeng à€@<;´orgoWY^_hVŠ  ¡vfgiW enTbX'¸iXrefgivޏca_`VX p h‰cBen`VvlX

(217) go VefTVX

(218) ml^_hVŠoa_X

(219) mlkb^dh3m—e}cefX

(220) mfkVcorX¤ ,(Xq^_hVŠivlX p ^_XhQeÕ^_m S

(221) TVXgivlXW Ýt¤ïÝ!$Tt^dr}T*caŸadg‚$mž`Vm¦efg3rgihQefvfgoaµefTVXNXhLefvfgikQq rgihQenv—^d›V`tef^_gihrgiW3^_hVŠ\ ¡vfgiW enTVXj›ba_gtr 3mlkb^dh+envfcohVml ¡govfW+cef^_gihµ¤ *givfXg‚¸iXv´b›:Xrco`VmfX6go ¿efTVXjrgihQef^_hL`Vgi`Vm'mlqEWYWYXenv—q go ‰enTVXžm—qEmlenXW´L'XžhVXX p mfgiWYXžXsEefvncy'giv $TVXhYkVvlg·¸L^_hVŠHenTVX'adg‚'Xv²mfXWY^_rgohLel^dhL`b^Ÿeãq kVvfgik:Xv—eãq g ženTVX+ ¡vfXXƒXhVXvfŠoqM ¡`VhVref^_gih‰ca ¯¤ ,6a_mfg°c¯WYgivlX cefefXhQef^_gih ^_mvlX³L`b^_vfX p $TVXhrgiWYkV`tef^_hVŠ efTVXrgim—ej^_h (go  xhVgoh*X³E`t^_aŸ^d›bvl^_`VW rgihb­VŠi`VvncBef^_gihVm¤ S

(222) TbXMmlXref^_gih ^_m p ^Ÿ¸L^ p X p ^_hQeng– ¡gi`Vv ml`V›VmlXrel^dgohVm¤ ãh enTbX™­‰vfm—e*gohVX™¦X°kVvlg‚¸iX c kVvfXa_^_W3^dhVcovlqºa_XWYW+c gihºefTVX™›ba_gtr  mfkb^_h cokVkVvlg@st^_W+cef^_gihµ¤ S

(223) TVX2mlXrgih p gihVX¯^_m p X¸ogoenX p engenTbXjkbvfgEgo ¿g œefTVX$vfX³L`b^_vfX p kVvlgikœXvlel^dXm g ¿enTbX$ ¡vlXX$XhbXvfŠq3 ¡`VhVrel^dgoh‰ca *¤ Ü^dhVca_aŸqi´V^_henTVXHenTt^dv p coh p  ¡go`VvlefT*ml`V›VmfXrel^dgihbm6'X!kVvlg‚¸iXenTVX`VkVk:Xvjcoh p efTVXHadg‚'Xv ›œgi`bh p m¬PiÛ ® coh p ¬Pb€ ® ¤ &=F%$>1

(224) C 3 1  ; ” X2m—e}cov—e ž^_efT mlgiWYX p X­‰ht^_el^dgihbm¤~¨)Xe # + &  ) 2N›œX°c ­‰hb^ŸenX™^_hQenXvl¸cago dj¤ Ü8govƒcohQq J : ¦X p XhVgoefX¯›Qq J ^_efmƒvlXmlefvl^_rel^dgih goh¤ , rqLaŸ^dh p XvmlXe^_h ž^ŸenTº›‰cml^_m ^_h(^_mcohQq˜mf`b›VmfXe * go  ž^_efT enTVX ¡goaŸadg‚ž^_hVŠ kbvfgik:Xv—eãqœÙ* ¡giv cohQq J : *~coh p J # : ´ J ph  # J#  +h ca_W+gomle*mf`VvlXaŸq-¬¡^dh ® ´y^_W+kta_^_Xm J # : *²¤ S

(225) TVXvlX ¡givlX2enTVX2mlXe.57  FJ!: #* =°^dmc–rqLaŸ^dh p Xv ^_h D(ž^ŸenT ›‰cml^_m^_h   - 5\H:"  +  $'& & 2 ! K  +  $'& ) 2L=L¤

(226) Ü8gov6chLq­‰ht^_efX!ml`V›VmfXe  go   rgihQe}cB^dhb^_hVŠ   coh p cohQq mlkb^dh*rgiht­‰Ši`Vvfcef^_gih  r :6D  r'¦X p X­‰hVX f  x N J N

(227) r +*,^-  U*, $% ' ):+ - IKJ*U  /1  r  2 kU; ¬PiÝ ® uQ  $TVXvlXƒ¦X mlTVgiv—enT‰coh p ž^_efT k¯ enTVXr}TVcovncorenXvl^_mlef^_r ¡`VhVref^_gih–go žefTVXmfXe?57 : D  LFJ"  # J ct¤ m¤² ¡govžmfgiWYX J : #* =L¤ ” X!^_hQenvlg p `brX!efTVXrgihQef^_hL`V`VW ¸iXvlml^_gih2go ÕefTVX . . 3 

(228)  ? 1A; C . #. . . . . . .

(229) ÆtÊEÊ‚ÌJÆoÇJÌP×BØ .ÌÉØ¿ÍÌ

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