Fr 2 y SP QO r 161

Referring to Eqs. (73)-(79) for v^, . . . , v„+6p', and to Eqs. (95) and (96) for Qp and S's one thus finds that

~ >3,03,-. + J3,-I 03, + 2 [yaSa-uj - yu-iSajj Ay J (98) Fl = 2 ^>3,03,-2 - >3,-2 03* + 2 >3, 53,-2.; + >3,-2 A;J (99)

F} = 2 >3,-103,-2 + >3,-203,-1 + 2 ^>3/-l53,-2,; ~ >3,'-2 S3/-1,7^ Ay j

F(>+k — 2 Mi-2,kQ3i-2 + Mi-\,kQ3i-\ + A3i:kQ3i '=1

— 2 ^3,-2,* S3,'-2, 7 + A3,'-1>jt53,-1>y + A-iifSiijj Ayj

(k=l, . . . ,v) (104) Now, as an immediate consequence of the definition of S,y, n

2 (>3,S3,-,.y - y3i-iS3i,j) = 0 0 = 1, . . . , 3«) (105)

2 (>3,-2S3M - y3lS3l-2,j) = 0 (j = 1, . . . , 3«) (106)

2 (>3^.53,-2,, - >3,-2^3,-.,7) = 0 (; = 1, . . . , 3n) (107)

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