УК гд а Уж × в

ÈÙØØÒÐÐØÓÚØÓØÖÒØÒÓÑÒØÓÖÓÖÑÙиÛÚ ÔØÖ¿ºÃÅÄÐÖ×
∏
(1 − u s 0 .us 1 .us 2 )2 (1 − u s−1
s≥1
−
=
∑
r j ≡0(ÑÓ3)
∑
r 1 =1,r 2 =0,r 3 =2(ÑÓ3)
+ ∑
0 .u s 1 .us−1
2 )(1 − u s−1
0 .u s−1
1 .u s 2 )
× (1 − u s−1
0 .u s 1 .us 2 )(1 − us 0 .us−1 1 .u s 2 )(1 − us 0 .us 1 .us−1 2 )
u 1 6 (r 1(r 1 −2)+r2 2+r 3(r 3 +2))
0 u 1 6 (r2 1 +r 2(r 2 +2)+r 3 (r 3 −2))
1 u 1 6 (r 1(r 1 +2)+r 2 (r 2 −2)+r3 2)
2
u 1 6 (r 1(r 1 +2)+r2 2+r 3(r 3 −2))
0 u 1 6 (r 1(r 1 −2)+r 2 (r 2 +2)+r3 2)
1 u 1 6 (r2 1 +r 2(r 2 −2)+r 3 (r 3 +2))
2
u 1 6 (r 1(r 1 +2)+r 2 (r 2 −2)+r3 2)
0 u 1 6 (r 1(r 1 −2)+r2 2+r 3(r 3 +2))
1 u 1 6 (r2 1 +r 2(r 2 +2)+r 3 (r 3 −2))
2
r j ≡1(ÑÓ3)
∑
r 1 =0,r 2 =2,r 3 =1(ÑÓ3)
ÓÙÖ×ØÙÝÓØÒÓÑÒØÓÖÒØØÝÓÖÒÄÐÖ׺Ï×ÓÛØÑÓØÓÒ×
r j ≡2(ÑÓ3)
ØØÓÙÖÙØÓØÔÖ×ÒÓØÑÒÖÝÖÓÓغÏÒÜØ×ØÙÝØÒÓÑÒØÓÖ
)ÌØÓÑÔÐØ×
ÒØØÝÓÖÃÅÄ×ÙÔÖÐÖ׺Ì×Û×Ö×ØÓÒ×ØÖÙØÝÓÖÖ׺ÏÛÐÐ×ØØ
r 1 =2,r 2 =1,r 3 =0(ÑÓ3)
ØÒÓÑÒØÓÖÒØØÝÒØ×ÙÔÖ¹ÒÓÑÒØÓÖÒØØÝÓÖÃÅÄ×ÙÔÖÐÖ×
ÛÖr 1 , r 2 , r 3 ∈ Z¸Òm= (r 3 2 − r 3 )n = 1(r 3 1 − r 2 )q= 1(r 3 3 − r
ÒØÖÖ×ÖÖØÓØÐØÖØÙÖº ÒÜÔÐÒÓÛØ×ÓØÒ×ÒÖÐÞØÓÒÓØÒÓÑÒØÓÖÒØØÝÓÖÒÄ ÐÖ׺×Ù××ÒÜÑÔÐ×ÓÃÅÄ×ÙÔÖÐÖ××ÝÓÒØ×ÓÔÓØ×ÛÓÖ
1
ÝÔÖÔÐÒÔÖÔÒÙÐÖØÓαÛÒα×ÒÚÒ´Ö×ÔºÓµÖÓÓØÓÒÓÒ¹ÞÖÓÒÓÖѺÓÖÐÐ ÌÓÒØÏÝйùÓÖÖ×ÒÓÑÒØÓÖÓÖÑÙÐÛÖ×ØÒØÓÒØ´ÚÒµ αÐÓÒ ÏÝÐÖÓÙÔÓÃÅÄ×ÙÔÖÐÖº×ÓÖ¸ÛÒØÖØÓÒw ÀÖÓÖØÓÚÓÖÑÙÐØÓÓÐØÖÓÓØ×αÖÐ×ÓÖÕÙÖØÓ×Ø×ÝØØÓÒÐ ´¿º½½µ ÛØ×β∈ HÖC (α)
(α,α)
(α) 1 .
(α,α)
½¼
−
−
+ ∑
∑
u 1 6 (r 1(r 1 −2)+r 2 (r 2 +2)+r3 2)
0 u 1 6 (r2 1 +r 2(r 2 −2)+r 3 (r 3 +2))
1 u 1 6 (r 1(r 1 +2)+r2 2+r 3(r 3 −2))
2
u 1 6 (r2 1 +r 2(r 2 +2)+r 3 (r 3 −2))
0 u 1 6 (r 1(r 1 +2)+r 2 (r 2 −2)+r3 2)
1 u 1 6 (r 1(r 1 −2)+r2 2+r 3(r 3 +2))
2
1
⊗ Z Q
u 1 6 (r2 1 +r 2(r 2 −2)+r 3 (r 3 +2))
0 u 1 6 (r 1(r 1 +2)+r2 2+r 3(r 3 −2))
1 u 1 6 (r 1(r 1 −2)+r 2 (r 2 +2)+r3 2)
2 ,
w α (β) =
{
β −
2(β,α)
β − 2(β,α)
= 0 ,
=