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Improving the Stability of Algebraic Curves for Applications

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(111) ‹²n/‘O‹ªw‰=n–‹ ®’5‹GO•œ‰g‹+ „g¨•mnrdlnp•o‰=nr‹Š‰-glh‹²n/‘ocœ‰u‹KOj–n‹qªQj‰=h´glq=¬ gh ‹²cœ‰w‘O‹K¦‰=nr‹°Ž.‹²I’‰,³oqnrdlnpj™‹Šcmjk­‹²n³oqnp‰nrj–nglhA‰=cmjkl’o•DQq=ce‹Šcmn°‰glh r zOtuvo/cmj)‹²nd5cœrcmjoce‹+Œˆgh ‹²n‘†‹Kå‹g ®.n'o‹=‹Šnp‘fx²nrqnphWglq=nlސcmj‘ocmqnp–‹•eŒ™Ž<¡| 'o‹=‹Šcmjkå³’o‹Š‰,–glj‰=‹qªOcmj#‹ª‰/gljš‹Š²n¹klqªQ‘ocmnrj#‹,gh7‹Š²on'o‹=‹Šn°‘ös=›ùfs!j h}Q–‹pސce‹ pQj ®‚n³oqg°d™n°‘ö‹Š²O‹>‹²nkqªQ‘ocmnpj™‹—ºgljn

(112) Q•mklgqce‹²¬. cœ‰,‰=cm¬¦cm•DQq9‹Šg‹Š²n

(113) ¡|f'o‹=‹Šcmjk­Q•mklgqce‹²¬. nr¼I³.Oj‘onp‘š‹g勊²on. 'oqЉu‹>gqŠ‘5npq/ >ce‹² q=n°‰=³‚np–‹/‹Šg‹²n¨cmj#‹Šnrq=—º•mnrd™nr•Y‘5cœ‰=‹ªQjrn¹³QqŠQ¬¦n–‹Šnpqrf s!jarg¬¦³.Oqcœ‰=glj ‹gˆ‹²n杖•D‰‰=cœ°O•„•mn†Q‰u‹—!‰0™’.Qq=n°‰'o‹ª‰æz¾‰nrnä©-cmkof  ozº™Oj‘4z}‘ªŽ-qnp‰’o•e‹ª‰

(114) gl®5‹KOcmjn°‘ gj ‹Š²on ‰ŠO¬¦n­‘†‹Kš‰=nr‹ª‰

(115) Qq=n­¬’Š² ®‚n–‹‹npq‰

(116) ‰=²g° >j cmj ©-cmkof- z¾®.Oj‘:z¾n†Kfši;‰³.n°–cDQ•m•eŒ™Ž7g®o‹KOcmjnp‘ 'o‹ª‰Oqn¦•mg5pQ•m•eŒ –glj‰cœ‰u‹npj#‹¨ >ce‹²ë‹Š²on¦rgj#‹cmjI’ce‹!Œ{glh;‹Š²on­‘O‹ªš‰=n–‹°f¦xùgšk#Ocmj h´’oq=‹²npq¨cmj‰=cmkl²™‹

(117) cmj#‹gš²g† . •mgI°Q•;–glj‰=cœ‰u‹ŠnrjKŒTcœ‰. Qª²ocmnrd™np‘ö®#Œörgj#‹Šq=gl•m•mcmjok勊²onkqªQ‘ocmnpj™‹rq=g™‰‰‹Š²on

(118) ‘O‹ª‰=nr‹pŽo n¹nr¼O¬¦cmjn¹©7cmkf.¡IfG©-cmkof.¡oz}‘.‰=²g° ,‰/‹².†‹9‹Š²on kqªQ‘ocmnpj™‹;‘ocmq=n°–‹cmglj¦O•mgljkw‹²nb6pnrqg¨‰n–‹Ag®o‹ªQcmjnp‘®#Œ

(119) klqŠ‘ocmnrj#‹=—»gljon '5‹‹cmjk¹rgj‰=cœ‰u‹Šnrj#‹Š•eŒ

(120) ³‚gcmj#‹Š‰-cmj#‹Šgw‹²n/‰=².Q³.n 9²nrqn†Q‰¨cmj ©7cmkfè¡z´®‚,ce‹

(121) pQj{®‚n¦‰=nrnpjT‹Š²O‹¨‹²cœ‰‘5cmqn°K‹Šcmgj ‰u >ce‹Šª²np‰¨®‚nr‹! nrnpj{cmj# /Qq‘‰

(122) Oj‘{g’o‹! 9Qq‘‰rfx/²n. 6rnpq=g­‰=n–‹>h´q=gl¬. ‰=gl•m’5‹Šcmgljšgh9z}¡™Gcœ‰9®q=gî lnrjšcmj#‹Šgå³ocmn°rnp‰,‰9pQjš®‚n‰=npnrjšcmj ©-cmkof.¡zºlG 9²npq=n†Q‰9cmj ©-cmkof‚¡oz}°G‹Š²on. 6rnpq=g™‰=nr‹9cœ‰‰=¬¦gIgQ‹Š²öq=np³q=n°‰=npj™‹K†‹Šcmgljšgh7‹²n¹‘O‹ªr’qud™nfG¥,•œ‰=g¦jog‹Šcœ–n¨‹Š².†‹>cmjš‹Š²on¹dIcœrcmjoce‹+Œögh7‹²n¹‘O‹ª5Žo‹Š²on ‰=’oqh}Qrncmj©7cmkfl¡oz¾®‚~cœ‰<ªO‹‹npq7‹².Ojcœ‰7‹Š²on/‰=’qh¾–ncmjå©7cmkf¡z}‘~ >²ocœª²¬¦n†Oj‰Y‹Š²O‹- 9ce‹Š²‰=¬äQ•m•I³‚nrq=‹’q®O‹cmglj‰ gh/‹²n摐†‹K5Ž r•DQ‰‰cœpQ•`'o‹‹cmjk)cœ‰³oqgljon­‹Šg)¬’ª² •DOqknpqª²Qjkn°‰

(123) cmj ‹Š²on’6rnpq=gT‰=nr‹pf)s+jíQ‘‘oce‹cmglj ‹Šgˆ®‚n–‹‹Šnrq ‰u‹ªQ®cm•mce‹!Œ

(124) glho‹²nC6pnrqgw‰=nr‹AQj‘®.nr‹=‹Šnpq-‰=².O³‚n„qnr³q=n°‰=npj™‹KO‹cmglj

(125) ³‚g† „npqrŽklqªQ‘ocmnrj#‹—ºgljonb'5‹‹cmjk¨Q•œ‰=gw³oqg†dIcœ‘onp‰7®‚n–‹‹Šnrq cmj™‹Šnrq³‚g•DO‹cmgljT³oqgl³.npqu‹Šcmn°‰, >²ocœª²ëO•m•mg† 's=›A‰,‹Šgä®.nqg®’‰u‹‹Šgöä–npqu‹KQcmj{O¬¦gl’oj#‹wghA¬¦cœ‰‰cmjok摐O‹ªäQ•mgljok䋊²on –’qud™nlf)x/²onæ‰u‹KO®cm•mce‹+Œ gh/‹Š²onB6rnpqgT‰=nr‹Qª²ocmnrd™np‘ ®#Œë‹²n­klqªQ‘ocmnrj#‹—ºgljonB'o‹=‹Šcmjok{Q•mkglq=ce‹Š²¬Fcœ‰Qj cm¬¦³‚gq=‹KOj#‹ cm¬å³qg°d™nr¬¦npj™‹g†d™nrq坖•D‰‰=cœ°O•b'5‹‹cmjk)‹Šn°Š²jocï0#’np‰rfës!‹°Qj ®‚nö‰=npnrjacmjí©-cmkof;oz´hª¹‹Š²O‹‹Š²on’6pnrqg{‰n–‹ª‰gh9‹Š²on q=n°‰=’•e‹cmjkV'5‹ª‰Qq=n‰u‹ªQ®•mn’j‘onrq,•mgI°Q•7‘O‹ª³‚nrq=‹Š’oq®O‹Šcmgj‰rf9i d™npjš‹Š²ogl’okl²~ދвon

(126) ³.npqu‹Š’q=®.†‹Šcmglj‰>cmj)©-cmkofšz¾n† ¤¤.

(127) Oqn>¬’ª²•DQq=klnpq ‹Š².Oj勊²og™‰=n9cmjä©7cmkfI5zº™»—Kz¾‘.KŽ‹²n,Š².Qjoklnp‰Acmj勊²onP'o‹=‹Šnp‘åsu›;‰;Qqn9¬’Š²¦‰=¬äQ•m•mnrqAcmj­©-cmkof5oz´hªKf. ]7. ›-QqŠQ¬¦n–‹Šnpq. ².Q‰,cm¬¦³.glqu‹KQj™‹n)..n°–‹Š‰>glj ‹Š²n

(128) ³q=gl³‚nrq=‹cmn°‰,glh-‹²n;'o‹Š‰rf,s»‹¨rgj#‹qgl•œ‰9‹Š²onqnr•DO‹ced™n

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