Petersburg Department of Steklov Institute of Mathematics

PREPRINTS 2008


  1. ÷. á. ðÅÔÒÏ×, á.ë.óÔÁ×ÒÏ×Á
    üìåíåîôáòîùå ðïäçòõððù ÷ éúïôòïðîùè òåäõëôé÷îùè çòõððáè
    [ Abstract ] [ Full text: (.pdf.gz) ]
  1. á.à. ìõúçáòå÷
    ïðéóáîéå îáäçòõðð $F_4$ ÷ $E_6$ îáä ëïííõôáôé÷îùí ëïìøãïí
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  1. î. í. âÏÇÏÌÀÂÏ×
    ðñôé÷åòûéîîáñ íïäåìø ó æéëóéòï÷áîîùíé çòáîéþîùíé õóìï÷éñíé
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  1. í. äÅÍÞÅÎËÏ, î. æÉÌÏÎÏ×
    áóéíðôïôéëá óðåëôòá ïðåòáôïòá íáëó÷åììá îá ìéðûéãå÷ïí íîïçïïâòáúéé ó ëòáåí
    [ Abstract ] [ Full text: (.pdf.gz) ]
  1. å. ó. äÕÂÃÏ×
    óåíåêóô÷á äòïâîùè ðòåïâòáúï÷áîéê ëïûé ÷ ûáòå
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  1. é. í. ðÅ×ÚÎÅÒ
    çåïíåôòéñ ëïòîå÷ùè üìåíåîôï÷ ÷ çòõððáè $E_6$
    [ Abstract ] [ Full text: (.pdf.gz) ]
  1. é. í. ðÅ×ÚÎÅÒ
    ûéòéîá çòõðð ôéðá $E_6$ ïôîïóéôåìøîï íîïöåóô÷á ëïòîå÷ùè üìåíåîôï÷
    [ Abstract ] [ Full text: (.pdf.gz) ]
  1. å. ó. äÕÂÃÏ×
    íåòù âìïèá-ëáòìåóïîá é ðïìéîïíù áìåëóáîäòï÷á-òùìñ-÷ïêôáýéëá
    [ Abstract ] [ Full text: (.pdf.gz) ]
  1. å. ó. äÕÂÃÏ×
    ÷åóï÷ùå ïðåòáôïòù ëïíðïúéãéé îá ðòïóôòáîóô÷áè òïóôá
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  1. ü. á. çÉÒÛ, ó. é. îÉËÏÌÅÎËÏ
    îáäåöîáñ ÷ óìáâïí óíùóìå æõîëãéñ ó óåëòåôïí
    [ Abstract ] [ Full text: (.pdf.gz) ]
  1. å. ó. äÕÂÃÏ×
    çòáîéþîïå ðï÷åäåîéå æõîëãéê éú ðòïóôòáîóô÷ âåòçíáîá-óïâïìå÷á
    [ Abstract ] [ Full text: (.pdf.gz) ]
  1. á. á. ëÏÖÅ×ÎÉËÏ×, á. ó. ëÕÌÉËÏ×, ç. î. ñÒÏÓÌÁ×ÃÅ×
    óèåíîáñ óìïöîïóôø MOD-æõîëãéê
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  1. ä.÷. ëÁÒÐÏ×, á.÷.ðÁÓÔÏÒ
    óôòõëôõòá òáúâéåîéñ ôòåèó÷ñúîïçï çòáæá
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  1. î. í. âÏÇÏÌÀÂÏ×, ë. íÁÌÙÛÅ×
    ëïòòåìñãéïîîùå æõîëãéé XX íáçîåôéëá çåêúåîâåòçá ëáë ðòïéú÷ïäñýéå æõîëãéé óìõþáêîùè âìõöäáîéê îåäòõöåóô÷åîîùè ðåûåèïäï÷
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  1. ó.ì. âÅÒÌÏ×
    óïïôîïûåîéñ íåöäõ ëìéëï÷ùí þéóìïí, èòïíáôéþåóëéí þéóìïí é óôåðåîøà äìñ îåëïôïòùè ÷éäï÷ çòáæï÷
    [ Abstract ] [ Full text: (.pdf.gz) ]
  1. á.ç. âÙÃËÏ, é.à.äÁ×ÙÄÅÎËÏ×Á
    ë ÷ïðòïóõ ï ôïþîïí ë÷áîôï÷ïí L-ïðåòáôïòå äìñ ä÷õíåòéúï÷áîîïê A_n íïäåìé ôïäá
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  1. ÷. ÷. âÏÒÚÏ×, å. ÷. äÁÍÁÓËÉÎÓËÉÊ
    æõîëãéïîáìøîùê éîôåçòáì é ïóãéììñôïò ìáçåòòá
    [ Abstract ] [ Full text: (.pdf.gz) ]

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