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extract 3L anomalous dimensions of superfields in the MSSM
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Alexander Voigt
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Alexander Voigt
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Dec 3, 2015
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{(-3*g1^2)/10 - (3*g2^2)/2 + 3*trace[Adj[Yb], Yb] + trace[Adj[Ye], Ye], | ||
(207*g1^4)/100 + (9*g1^2*g2^2)/10 + (15*g2^4)/4 - | ||
(2*g1^2*trace[Adj[Yb], Yb])/5 + 16*g3^2*trace[Adj[Yb], Yb] + | ||
(6*g1^2*trace[Adj[Ye], Ye])/5 - 9*trace[Adj[Yb], Yb, Adj[Yb], Yb] - | ||
3*trace[Adj[Ye], Ye, Adj[Ye], Ye] - 3*trace[Adj[Yt], Yt, Adj[Yb], Yb], | ||
(1839*g1^6)/100 + (27*g1^4*g2^2)/100 + (9*g1^2*g2^4)/4 + (345*g2^6)/4 + | ||
(66*g1^4*g3^2)/5 + 90*g2^4*g3^2 - (175*g1^4*trace[Adj[Yb], Yb])/12 - | ||
(3*g1^2*g2^2*trace[Adj[Yb], Yb])/10 - (225*g2^4*trace[Adj[Yb], Yb])/4 - | ||
(284*g1^2*g3^2*trace[Adj[Yb], Yb])/15 - 132*g2^2*g3^2*trace[Adj[Yb], Yb] - | ||
(160*g3^4*trace[Adj[Yb], Yb])/3 - (603*g1^4*trace[Adj[Ye], Ye])/20 - | ||
(81*g1^2*g2^2*trace[Adj[Ye], Ye])/10 - (75*g2^4*trace[Adj[Ye], Ye])/4 - | ||
(39*g1^4*trace[Adj[Yt], Yt])/10 - (45*g2^4*trace[Adj[Yt], Yt])/2 + | ||
3*g1^2*trace[Adj[Yb], Yb, Adj[Yb], Yb] + | ||
9*g2^2*trace[Adj[Yb], Yb, Adj[Yb], Yb] + | ||
72*g3^2*trace[Adj[Yb], Yb, Adj[Yb], Yb] + 54*trace[Adj[Yb], Yb]* | ||
trace[Adj[Yb], Yb, Adj[Yb], Yb] + 18*trace[Adj[Ye], Ye]* | ||
trace[Adj[Yb], Yb, Adj[Yb], Yb] + 9*g1^2*trace[Adj[Ye], Ye, Adj[Ye], Ye] + | ||
3*g2^2*trace[Adj[Ye], Ye, Adj[Ye], Ye] + 18*trace[Adj[Yb], Yb]* | ||
trace[Adj[Ye], Ye, Adj[Ye], Ye] + 6*trace[Adj[Ye], Ye]* | ||
trace[Adj[Ye], Ye, Adj[Ye], Ye] - | ||
(12*g1^2*trace[Adj[Yt], Yt, Adj[Yb], Yb])/5 + | ||
18*g2^2*trace[Adj[Yt], Yt, Adj[Yb], Yb] + | ||
24*g3^2*trace[Adj[Yt], Yt, Adj[Yb], Yb] + 18*trace[Adj[Yt], Yt]* | ||
trace[Adj[Yt], Yt, Adj[Yb], Yb] + | ||
3*trace[Adj[Yb], Yb, Adj[Yb], Yb, Adj[Yb], Yb] + | ||
trace[Adj[Ye], Ye, Adj[Ye], Ye, Adj[Ye], Ye] + | ||
9*trace[Adj[Yt], Yt, Adj[Yt], Yt, Adj[Yb], Yb] - (1791*g1^6*Zeta[3])/250 - | ||
(243*g1^4*g2^2*Zeta[3])/50 - (81*g1^2*g2^4*Zeta[3])/10 + | ||
(315*g2^6*Zeta[3])/2 - (396*g1^4*g3^2*Zeta[3])/25 - 108*g2^4*g3^2*Zeta[3] - | ||
(77*g1^4*trace[Adj[Yb], Yb]*Zeta[3])/50 - 9*g1^2*g2^2*trace[Adj[Yb], Yb]* | ||
Zeta[3] - (189*g2^4*trace[Adj[Yb], Yb]*Zeta[3])/2 + | ||
(112*g1^2*g3^2*trace[Adj[Yb], Yb]*Zeta[3])/5 + | ||
144*g2^2*g3^2*trace[Adj[Yb], Yb]*Zeta[3] - 16*g3^4*trace[Adj[Yb], Yb]* | ||
Zeta[3] + (81*g1^4*trace[Adj[Ye], Ye]*Zeta[3])/50 + | ||
(81*g1^2*g2^2*trace[Adj[Ye], Ye]*Zeta[3])/5 - | ||
(63*g2^4*trace[Adj[Ye], Ye]*Zeta[3])/2 + | ||
(54*g1^2*trace[Adj[Yb], Yb, Adj[Yb], Yb]*Zeta[3])/5 + | ||
54*g2^2*trace[Adj[Yb], Yb, Adj[Yb], Yb]*Zeta[3] - | ||
144*g3^2*trace[Adj[Yb], Yb, Adj[Yb], Yb]*Zeta[3] - | ||
(54*g1^2*trace[Adj[Ye], Ye, Adj[Ye], Ye]*Zeta[3])/5 + | ||
18*g2^2*trace[Adj[Ye], Ye, Adj[Ye], Ye]*Zeta[3] + | ||
(42*g1^2*trace[Adj[Yt], Yt, Adj[Yb], Yb]*Zeta[3])/5 - | ||
48*g3^2*trace[Adj[Yt], Yt, Adj[Yb], Yb]*Zeta[3] + | ||
18*trace[Adj[Yb], Yb, Adj[Yb], Yb, Adj[Yb], Yb]*Zeta[3] + | ||
6*trace[Adj[Ye], Ye, Adj[Ye], Ye, Adj[Ye], Ye]*Zeta[3]} |
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{(-3*g1^2)/10 - (3*g2^2)/2 + 3*trace[Adj[Yt], Yt], | ||
(207*g1^4)/100 + (9*g1^2*g2^2)/10 + (15*g2^4)/4 + | ||
(4*g1^2*trace[Adj[Yt], Yt])/5 + 16*g3^2*trace[Adj[Yt], Yt] - | ||
3*trace[Adj[Yt], Yt, Adj[Yb], Yb] - 9*trace[Adj[Yt], Yt, Adj[Yt], Yt], | ||
(1839*g1^6)/100 + (27*g1^4*g2^2)/100 + (9*g1^2*g2^4)/4 + (345*g2^6)/4 + | ||
(66*g1^4*g3^2)/5 + 90*g2^4*g3^2 - (21*g1^4*trace[Adj[Yb], Yb])/10 - | ||
(45*g2^4*trace[Adj[Yb], Yb])/2 - (27*g1^4*trace[Adj[Ye], Ye])/10 - | ||
(15*g2^4*trace[Adj[Ye], Ye])/2 - (2123*g1^4*trace[Adj[Yt], Yt])/60 - | ||
(57*g1^2*g2^2*trace[Adj[Yt], Yt])/10 - (225*g2^4*trace[Adj[Yt], Yt])/4 - | ||
(124*g1^2*g3^2*trace[Adj[Yt], Yt])/3 - 132*g2^2*g3^2*trace[Adj[Yt], Yt] - | ||
(160*g3^4*trace[Adj[Yt], Yt])/3 + (6*g1^2*trace[Adj[Yt], Yt, Adj[Yb], Yb])/ | ||
5 + 18*g2^2*trace[Adj[Yt], Yt, Adj[Yb], Yb] + | ||
24*g3^2*trace[Adj[Yt], Yt, Adj[Yb], Yb] + 18*trace[Adj[Yb], Yb]* | ||
trace[Adj[Yt], Yt, Adj[Yb], Yb] + 6*trace[Adj[Ye], Ye]* | ||
trace[Adj[Yt], Yt, Adj[Yb], Yb] + | ||
(57*g1^2*trace[Adj[Yt], Yt, Adj[Yt], Yt])/5 + | ||
9*g2^2*trace[Adj[Yt], Yt, Adj[Yt], Yt] + | ||
72*g3^2*trace[Adj[Yt], Yt, Adj[Yt], Yt] + 54*trace[Adj[Yt], Yt]* | ||
trace[Adj[Yt], Yt, Adj[Yt], Yt] + | ||
9*trace[Adj[Yb], Yb, Adj[Yt], Yt, Adj[Yb], Yb] + | ||
3*trace[Adj[Yt], Yt, Adj[Yt], Yt, Adj[Yt], Yt] - (1791*g1^6*Zeta[3])/250 - | ||
(243*g1^4*g2^2*Zeta[3])/50 - (81*g1^2*g2^4*Zeta[3])/10 + | ||
(315*g2^6*Zeta[3])/2 - (396*g1^4*g3^2*Zeta[3])/25 - 108*g2^4*g3^2*Zeta[3] - | ||
(13*g1^4*trace[Adj[Yt], Yt]*Zeta[3])/10 + | ||
(63*g1^2*g2^2*trace[Adj[Yt], Yt]*Zeta[3])/5 - | ||
(189*g2^4*trace[Adj[Yt], Yt]*Zeta[3])/2 + | ||
(208*g1^2*g3^2*trace[Adj[Yt], Yt]*Zeta[3])/5 + | ||
144*g2^2*g3^2*trace[Adj[Yt], Yt]*Zeta[3] - 16*g3^4*trace[Adj[Yt], Yt]* | ||
Zeta[3] + (6*g1^2*trace[Adj[Yt], Yt, Adj[Yb], Yb]*Zeta[3])/5 - | ||
48*g3^2*trace[Adj[Yt], Yt, Adj[Yb], Yb]*Zeta[3] - | ||
(18*g1^2*trace[Adj[Yt], Yt, Adj[Yt], Yt]*Zeta[3])/5 + | ||
54*g2^2*trace[Adj[Yt], Yt, Adj[Yt], Yt]*Zeta[3] - | ||
144*g3^2*trace[Adj[Yt], Yt, Adj[Yt], Yt]*Zeta[3] + | ||
18*trace[Adj[Yt], Yt, Adj[Yt], Yt, Adj[Yt], Yt]*Zeta[3]} |
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{(-2*g1^2)/15 - (8*g3^2)/3 + 2*MatMul[Yb, Adj[Yb]], | ||
(202*g1^4)/225 + (32*g1^2*g3^2)/45 - (8*g3^4)/9 + | ||
(2*g1^2*MatMul[Yb, Adj[Yb]])/5 + 6*g2^2*MatMul[Yb, Adj[Yb]] - | ||
2*MatMul[Yb, Adj[Yb], Yb, Adj[Yb]] - 2*MatMul[Yb, Adj[Yt], Yt, Adj[Yb]] - | ||
6*MatMul[Yb, Adj[Yb]]*trace[Adj[Yb], Yb] - 2*MatMul[Yb, Adj[Yb]]* | ||
trace[Adj[Ye], Ye], (5629*g1^6)/675 + (9*g1^4*g2^2)/5 + | ||
(728*g1^4*g3^2)/225 + (452*g1^2*g3^4)/45 + 60*g2^2*g3^4 + (2720*g3^6)/27 - | ||
(337*g1^4*MatMul[Yb, Adj[Yb]])/30 - (43*g1^2*g2^2*MatMul[Yb, Adj[Yb]])/5 - | ||
(87*g2^4*MatMul[Yb, Adj[Yb]])/2 - (24*g1^2*g3^2*MatMul[Yb, Adj[Yb]])/5 - | ||
88*g2^2*g3^2*MatMul[Yb, Adj[Yb]] + (16*g3^4*MatMul[Yb, Adj[Yb]])/3 - | ||
(7*g1^4*MatMul[MatMul[Yb, Adj[Yb]], Zeta[3]])/75 + | ||
(42*g1^2*g2^2*MatMul[MatMul[Yb, Adj[Yb]], Zeta[3]])/5 - | ||
9*g2^4*MatMul[MatMul[Yb, Adj[Yb]], Zeta[3]] + | ||
(32*g1^2*g3^2*MatMul[MatMul[Yb, Adj[Yb]], Zeta[3]])/3 + | ||
96*g2^2*g3^2*MatMul[MatMul[Yb, Adj[Yb]], Zeta[3]] - | ||
(544*g3^4*MatMul[MatMul[Yb, Adj[Yb]], Zeta[3]])/3 + | ||
(6*g1^2*MatMul[MatMul[Yb, Adj[Yb], Yb, Adj[Yb]], Zeta[3]])/5 - | ||
18*g2^2*MatMul[MatMul[Yb, Adj[Yb], Yb, Adj[Yb]], Zeta[3]] + | ||
(18*g1^2*MatMul[MatMul[Yb, Adj[Yt], Yt, Adj[Yb]], Zeta[3]])/5 - | ||
18*g2^2*MatMul[MatMul[Yb, Adj[Yt], Yt, Adj[Yb]], Zeta[3]] + | ||
12*MatMul[MatMul[Yb, Adj[Yb], Yb, Adj[Yb], Yb, Adj[Yb]], Zeta[3]] - | ||
(g1^2*MatMul[Yb, Adj[Yb], Yb, Adj[Yb]])/3 + | ||
9*g2^2*MatMul[Yb, Adj[Yb], Yb, Adj[Yb]] + | ||
(64*g3^2*MatMul[Yb, Adj[Yb], Yb, Adj[Yb]])/3 - | ||
(29*g1^2*MatMul[Yb, Adj[Yt], Yt, Adj[Yb]])/15 + | ||
9*g2^2*MatMul[Yb, Adj[Yt], Yt, Adj[Yb]] + | ||
(64*g3^2*MatMul[Yb, Adj[Yt], Yt, Adj[Yb]])/3 + | ||
6*MatMul[Yb, Adj[Yb], Yb, Adj[Yb], Yb, Adj[Yb]] - | ||
2*MatMul[Yb, Adj[Yb], Yb, Adj[Yt], Yt, Adj[Yb]] - | ||
2*MatMul[Yb, Adj[Yt], Yt, Adj[Yb], Yb, Adj[Yb]] + | ||
6*MatMul[Yb, Adj[Yt], Yt, Adj[Yt], Yt, Adj[Yb]] - | ||
(14*g1^4*trace[Adj[Yb], Yb])/15 - (80*g3^4*trace[Adj[Yb], Yb])/3 + | ||
7*g1^2*MatMul[Yb, Adj[Yb]]*trace[Adj[Yb], Yb] + | ||
27*g2^2*MatMul[Yb, Adj[Yb]]*trace[Adj[Yb], Yb] - | ||
16*g3^2*MatMul[Yb, Adj[Yb]]*trace[Adj[Yb], Yb] - | ||
6*g1^2*MatMul[MatMul[Yb, Adj[Yb]], Zeta[3]]*trace[Adj[Yb], Yb] - | ||
54*g2^2*MatMul[MatMul[Yb, Adj[Yb]], Zeta[3]]*trace[Adj[Yb], Yb] + | ||
96*g3^2*MatMul[MatMul[Yb, Adj[Yb]], Zeta[3]]*trace[Adj[Yb], Yb] + | ||
6*MatMul[Yb, Adj[Yb], Yb, Adj[Yb]]*trace[Adj[Yb], Yb] - | ||
6*MatMul[Yb, Adj[Yt], Yt, Adj[Yb]]*trace[Adj[Yb], Yb] - | ||
18*MatMul[Yb, Adj[Yb]]*trace[Adj[Yb], Yb]^2 - | ||
(6*g1^4*trace[Adj[Ye], Ye])/5 - 3*g1^2*MatMul[Yb, Adj[Yb]]* | ||
trace[Adj[Ye], Ye] + 9*g2^2*MatMul[Yb, Adj[Yb]]*trace[Adj[Ye], Ye] + | ||
16*g3^2*MatMul[Yb, Adj[Yb]]*trace[Adj[Ye], Ye] + | ||
6*g1^2*MatMul[MatMul[Yb, Adj[Yb]], Zeta[3]]*trace[Adj[Ye], Ye] - | ||
18*g2^2*MatMul[MatMul[Yb, Adj[Yb]], Zeta[3]]*trace[Adj[Ye], Ye] + | ||
2*MatMul[Yb, Adj[Yb], Yb, Adj[Yb]]*trace[Adj[Ye], Ye] - | ||
2*MatMul[Yb, Adj[Yt], Yt, Adj[Yb]]*trace[Adj[Ye], Ye] - | ||
12*MatMul[Yb, Adj[Yb]]*trace[Adj[Yb], Yb]*trace[Adj[Ye], Ye] - | ||
2*MatMul[Yb, Adj[Yb]]*trace[Adj[Ye], Ye]^2 - (26*g1^4*trace[Adj[Yt], Yt])/ | ||
15 - (80*g3^4*trace[Adj[Yt], Yt])/3 + 12*MatMul[Yb, Adj[Yt], Yt, Adj[Yb]]* | ||
trace[Adj[Yt], Yt] + 36*MatMul[Yb, Adj[Yb]]*trace[Adj[Yb], Yb, Adj[Yb], | ||
Yb] + 12*MatMul[Yb, Adj[Yb]]*trace[Adj[Ye], Ye, Adj[Ye], Ye] + | ||
12*MatMul[Yb, Adj[Yb]]*trace[Adj[Yt], Yt, Adj[Yb], Yb] - | ||
(398*g1^6*Zeta[3])/125 - (54*g1^4*g2^2*Zeta[3])/25 - | ||
(176*g1^4*g3^2*Zeta[3])/25 - (88*g1^2*g3^4*Zeta[3])/5 - | ||
72*g2^2*g3^4*Zeta[3] + 320*g3^6*Zeta[3]} |
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{(-6*g1^2)/5 + 2*MatMul[Ye, Adj[Ye]], (234*g1^4)/25 - | ||
(6*g1^2*MatMul[Ye, Adj[Ye]])/5 + 6*g2^2*MatMul[Ye, Adj[Ye]] - | ||
2*MatMul[Ye, Adj[Ye], Ye, Adj[Ye]] - 6*MatMul[Ye, Adj[Ye]]* | ||
trace[Adj[Yb], Yb] - 2*MatMul[Ye, Adj[Ye]]*trace[Adj[Ye], Ye], | ||
(7899*g1^6)/125 + (81*g1^4*g2^2)/5 + (264*g1^4*g3^2)/5 - | ||
(1503*g1^4*MatMul[Ye, Adj[Ye]])/50 - 27*g1^2*g2^2*MatMul[Ye, Adj[Ye]] - | ||
(87*g2^4*MatMul[Ye, Adj[Ye]])/2 - | ||
(81*g1^4*MatMul[MatMul[Ye, Adj[Ye]], Zeta[3]])/5 + | ||
(162*g1^2*g2^2*MatMul[MatMul[Ye, Adj[Ye]], Zeta[3]])/5 - | ||
9*g2^4*MatMul[MatMul[Ye, Adj[Ye]], Zeta[3]] + | ||
(54*g1^2*MatMul[MatMul[Ye, Adj[Ye], Ye, Adj[Ye]], Zeta[3]])/5 - | ||
18*g2^2*MatMul[MatMul[Ye, Adj[Ye], Ye, Adj[Ye]], Zeta[3]] + | ||
12*MatMul[MatMul[Ye, Adj[Ye], Ye, Adj[Ye], Ye, Adj[Ye]], Zeta[3]] + | ||
(9*g1^2*MatMul[Ye, Adj[Ye], Ye, Adj[Ye]])/5 + | ||
9*g2^2*MatMul[Ye, Adj[Ye], Ye, Adj[Ye]] + | ||
6*MatMul[Ye, Adj[Ye], Ye, Adj[Ye], Ye, Adj[Ye]] - | ||
(42*g1^4*trace[Adj[Yb], Yb])/5 + | ||
(107*g1^2*MatMul[Ye, Adj[Ye]]*trace[Adj[Yb], Yb])/5 + | ||
27*g2^2*MatMul[Ye, Adj[Ye]]*trace[Adj[Yb], Yb] - | ||
64*g3^2*MatMul[Ye, Adj[Ye]]*trace[Adj[Yb], Yb] + | ||
(42*g1^2*MatMul[MatMul[Ye, Adj[Ye]], Zeta[3]]*trace[Adj[Yb], Yb])/5 - | ||
54*g2^2*MatMul[MatMul[Ye, Adj[Ye]], Zeta[3]]*trace[Adj[Yb], Yb] + | ||
96*g3^2*MatMul[MatMul[Ye, Adj[Ye]], Zeta[3]]*trace[Adj[Yb], Yb] + | ||
6*MatMul[Ye, Adj[Ye], Ye, Adj[Ye]]*trace[Adj[Yb], Yb] - | ||
18*MatMul[Ye, Adj[Ye]]*trace[Adj[Yb], Yb]^2 - | ||
(54*g1^4*trace[Adj[Ye], Ye])/5 + | ||
(9*g1^2*MatMul[Ye, Adj[Ye]]*trace[Adj[Ye], Ye])/5 + | ||
9*g2^2*MatMul[Ye, Adj[Ye]]*trace[Adj[Ye], Ye] + | ||
(54*g1^2*MatMul[MatMul[Ye, Adj[Ye]], Zeta[3]]*trace[Adj[Ye], Ye])/5 - | ||
18*g2^2*MatMul[MatMul[Ye, Adj[Ye]], Zeta[3]]*trace[Adj[Ye], Ye] + | ||
2*MatMul[Ye, Adj[Ye], Ye, Adj[Ye]]*trace[Adj[Ye], Ye] - | ||
12*MatMul[Ye, Adj[Ye]]*trace[Adj[Yb], Yb]*trace[Adj[Ye], Ye] - | ||
2*MatMul[Ye, Adj[Ye]]*trace[Adj[Ye], Ye]^2 - (78*g1^4*trace[Adj[Yt], Yt])/ | ||
5 + 36*MatMul[Ye, Adj[Ye]]*trace[Adj[Yb], Yb, Adj[Yb], Yb] + | ||
12*MatMul[Ye, Adj[Ye]]*trace[Adj[Ye], Ye, Adj[Ye], Ye] + | ||
12*MatMul[Ye, Adj[Ye]]*trace[Adj[Yt], Yt, Adj[Yb], Yb] - | ||
(3582*g1^6*Zeta[3])/125 - (486*g1^4*g2^2*Zeta[3])/25 - | ||
(1584*g1^4*g3^2*Zeta[3])/25} |
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{(-3*g1^2)/10 - (3*g2^2)/2 + MatMul[Adj[Ye], Ye], | ||
(207*g1^4)/100 + (9*g1^2*g2^2)/10 + (15*g2^4)/4 + | ||
(6*g1^2*MatMul[Adj[Ye], Ye])/5 - 2*MatMul[Adj[Ye], Ye, Adj[Ye], Ye] - | ||
3*MatMul[Adj[Ye], Ye]*trace[Adj[Yb], Yb] - MatMul[Adj[Ye], Ye]* | ||
trace[Adj[Ye], Ye], (1839*g1^6)/100 + (27*g1^4*g2^2)/100 + | ||
(9*g1^2*g2^4)/4 + (345*g2^6)/4 + (66*g1^4*g3^2)/5 + 90*g2^4*g3^2 - | ||
(549*g1^4*MatMul[Adj[Ye], Ye])/20 - (81*g1^2*g2^2*MatMul[Adj[Ye], Ye])/10 - | ||
(45*g2^4*MatMul[Adj[Ye], Ye])/4 + | ||
(81*g1^4*MatMul[MatMul[Adj[Ye], Ye], Zeta[3]])/50 + | ||
(81*g1^2*g2^2*MatMul[MatMul[Adj[Ye], Ye], Zeta[3]])/5 - | ||
(63*g2^4*MatMul[MatMul[Adj[Ye], Ye], Zeta[3]])/2 - | ||
(54*g1^2*MatMul[MatMul[Adj[Ye], Ye, Adj[Ye], Ye], Zeta[3]])/5 + | ||
18*g2^2*MatMul[MatMul[Adj[Ye], Ye, Adj[Ye], Ye], Zeta[3]] + | ||
6*MatMul[MatMul[Adj[Ye], Ye, Adj[Ye], Ye, Adj[Ye], Ye], Zeta[3]] + | ||
9*g1^2*MatMul[Adj[Ye], Ye, Adj[Ye], Ye] - | ||
3*g2^2*MatMul[Adj[Ye], Ye, Adj[Ye], Ye] - (21*g1^4*trace[Adj[Yb], Yb])/10 - | ||
(45*g2^4*trace[Adj[Yb], Yb])/2 + 8*g1^2*MatMul[Adj[Ye], Ye]* | ||
trace[Adj[Yb], Yb] + 18*g2^2*MatMul[Adj[Ye], Ye]*trace[Adj[Yb], Yb] - | ||
32*g3^2*MatMul[Adj[Ye], Ye]*trace[Adj[Yb], Yb] - | ||
12*g1^2*MatMul[MatMul[Adj[Ye], Ye], Zeta[3]]*trace[Adj[Yb], Yb] + | ||
48*g3^2*MatMul[MatMul[Adj[Ye], Ye], Zeta[3]]*trace[Adj[Yb], Yb] + | ||
6*MatMul[Adj[Ye], Ye, Adj[Ye], Ye]*trace[Adj[Yb], Yb] - | ||
9*MatMul[Adj[Ye], Ye]*trace[Adj[Yb], Yb]^2 - (27*g1^4*trace[Adj[Ye], Ye])/ | ||
10 - (15*g2^4*trace[Adj[Ye], Ye])/2 + 6*g2^2*MatMul[Adj[Ye], Ye]* | ||
trace[Adj[Ye], Ye] + 2*MatMul[Adj[Ye], Ye, Adj[Ye], Ye]* | ||
trace[Adj[Ye], Ye] - 6*MatMul[Adj[Ye], Ye]*trace[Adj[Yb], Yb]* | ||
trace[Adj[Ye], Ye] - MatMul[Adj[Ye], Ye]*trace[Adj[Ye], Ye]^2 - | ||
(39*g1^4*trace[Adj[Yt], Yt])/10 - (45*g2^4*trace[Adj[Yt], Yt])/2 + | ||
18*MatMul[Adj[Ye], Ye]*trace[Adj[Yb], Yb, Adj[Yb], Yb] + | ||
6*MatMul[Adj[Ye], Ye]*trace[Adj[Ye], Ye, Adj[Ye], Ye] + | ||
6*MatMul[Adj[Ye], Ye]*trace[Adj[Yt], Yt, Adj[Yb], Yb] - | ||
(1791*g1^6*Zeta[3])/250 - (243*g1^4*g2^2*Zeta[3])/50 - | ||
(81*g1^2*g2^4*Zeta[3])/10 + (315*g2^6*Zeta[3])/2 - | ||
(396*g1^4*g3^2*Zeta[3])/25 - 108*g2^4*g3^2*Zeta[3]} |
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{-g1^2/30 - (3*g2^2)/2 - (8*g3^2)/3 + MatMul[Adj[Yb], Yb] + | ||
MatMul[Adj[Yt], Yt], (199*g1^4)/900 + (g1^2*g2^2)/10 + (15*g2^4)/4 + | ||
(8*g1^2*g3^2)/45 + 8*g2^2*g3^2 - (8*g3^4)/9 + | ||
(2*g1^2*MatMul[Adj[Yb], Yb])/5 + (4*g1^2*MatMul[Adj[Yt], Yt])/5 - | ||
2*MatMul[Adj[Yb], Yb, Adj[Yb], Yb] - 2*MatMul[Adj[Yt], Yt, Adj[Yt], Yt] - | ||
3*MatMul[Adj[Yb], Yb]*trace[Adj[Yb], Yb] - MatMul[Adj[Yb], Yb]* | ||
trace[Adj[Ye], Ye] - 3*MatMul[Adj[Yt], Yt]*trace[Adj[Yt], Yt], | ||
(28457*g1^6)/13500 + (11*g1^4*g2^2)/100 + (25*g1^2*g2^4)/4 + (345*g2^6)/4 + | ||
(194*g1^4*g3^2)/225 - (8*g1^2*g2^2*g3^2)/5 + 50*g2^4*g3^2 + | ||
(608*g1^2*g3^4)/45 + 8*g2^2*g3^4 + (2720*g3^6)/27 - | ||
(633*g1^4*MatMul[Adj[Yb], Yb])/100 - (41*g1^2*g2^2*MatMul[Adj[Yb], Yb])/ | ||
10 - (45*g2^4*MatMul[Adj[Yb], Yb])/4 - (76*g1^2*g3^2*MatMul[Adj[Yb], Yb])/ | ||
15 - 4*g2^2*g3^2*MatMul[Adj[Yb], Yb] + (8*g3^4*MatMul[Adj[Yb], Yb])/3 - | ||
(3767*g1^4*MatMul[Adj[Yt], Yt])/300 - (59*g1^2*g2^2*MatMul[Adj[Yt], Yt])/ | ||
10 - (45*g2^4*MatMul[Adj[Yt], Yt])/4 - (68*g1^2*g3^2*MatMul[Adj[Yt], Yt])/ | ||
5 - 4*g2^2*g3^2*MatMul[Adj[Yt], Yt] + (8*g3^4*MatMul[Adj[Yt], Yt])/3 + | ||
(7*g1^4*MatMul[MatMul[Adj[Yb], Yb], Zeta[3]])/30 + | ||
(9*g1^2*g2^2*MatMul[MatMul[Adj[Yb], Yb], Zeta[3]])/5 - | ||
(63*g2^4*MatMul[MatMul[Adj[Yb], Yb], Zeta[3]])/2 + | ||
(128*g1^2*g3^2*MatMul[MatMul[Adj[Yb], Yb], Zeta[3]])/15 - | ||
(272*g3^4*MatMul[MatMul[Adj[Yb], Yb], Zeta[3]])/3 + | ||
(143*g1^4*MatMul[MatMul[Adj[Yt], Yt], Zeta[3]])/150 + | ||
9*g1^2*g2^2*MatMul[MatMul[Adj[Yt], Yt], Zeta[3]] - | ||
(63*g2^4*MatMul[MatMul[Adj[Yt], Yt], Zeta[3]])/2 + | ||
(128*g1^2*g3^2*MatMul[MatMul[Adj[Yt], Yt], Zeta[3]])/15 - | ||
(272*g3^4*MatMul[MatMul[Adj[Yt], Yt], Zeta[3]])/3 - | ||
(6*g1^2*MatMul[MatMul[Adj[Yb], Yb, Adj[Yb], Yb], Zeta[3]])/5 + | ||
18*g2^2*MatMul[MatMul[Adj[Yb], Yb, Adj[Yb], Yb], Zeta[3]] - | ||
6*g1^2*MatMul[MatMul[Adj[Yt], Yt, Adj[Yt], Yt], Zeta[3]] + | ||
18*g2^2*MatMul[MatMul[Adj[Yt], Yt, Adj[Yt], Yt], Zeta[3]] + | ||
6*MatMul[MatMul[Adj[Yb], Yb, Adj[Yb], Yb, Adj[Yb], Yb], Zeta[3]] + | ||
6*MatMul[MatMul[Adj[Yt], Yt, Adj[Yt], Yt, Adj[Yt], Yt], Zeta[3]] + | ||
(7*g1^2*MatMul[Adj[Yb], Yb, Adj[Yb], Yb])/15 - | ||
3*g2^2*MatMul[Adj[Yb], Yb, Adj[Yb], Yb] + | ||
(64*g3^2*MatMul[Adj[Yb], Yb, Adj[Yb], Yb])/3 + | ||
(11*g1^2*MatMul[Adj[Yt], Yt, Adj[Yt], Yt])/3 - | ||
3*g2^2*MatMul[Adj[Yt], Yt, Adj[Yt], Yt] + | ||
(64*g3^2*MatMul[Adj[Yt], Yt, Adj[Yt], Yt])/3 + | ||
4*MatMul[Adj[Yb], Yb, Adj[Yt], Yt, Adj[Yb], Yb] + | ||
4*MatMul[Adj[Yt], Yt, Adj[Yb], Yb, Adj[Yt], Yt] - | ||
(7*g1^4*trace[Adj[Yb], Yb])/30 - (45*g2^4*trace[Adj[Yb], Yb])/2 - | ||
(80*g3^4*trace[Adj[Yb], Yb])/3 + | ||
(16*g1^2*MatMul[Adj[Yb], Yb]*trace[Adj[Yb], Yb])/5 + | ||
18*g2^2*MatMul[Adj[Yb], Yb]*trace[Adj[Yb], Yb] - | ||
8*g3^2*MatMul[Adj[Yb], Yb]*trace[Adj[Yb], Yb] - | ||
(24*g1^2*MatMul[MatMul[Adj[Yb], Yb], Zeta[3]]*trace[Adj[Yb], Yb])/5 + | ||
48*g3^2*MatMul[MatMul[Adj[Yb], Yb], Zeta[3]]*trace[Adj[Yb], Yb] + | ||
6*MatMul[Adj[Yb], Yb, Adj[Yb], Yb]*trace[Adj[Yb], Yb] - | ||
9*MatMul[Adj[Yb], Yb]*trace[Adj[Yb], Yb]^2 - (3*g1^4*trace[Adj[Ye], Ye])/ | ||
10 - (15*g2^4*trace[Adj[Ye], Ye])/2 - | ||
(8*g1^2*MatMul[Adj[Yb], Yb]*trace[Adj[Ye], Ye])/5 + | ||
6*g2^2*MatMul[Adj[Yb], Yb]*trace[Adj[Ye], Ye] + | ||
8*g3^2*MatMul[Adj[Yb], Yb]*trace[Adj[Ye], Ye] + | ||
(12*g1^2*MatMul[MatMul[Adj[Yb], Yb], Zeta[3]]*trace[Adj[Ye], Ye])/5 + | ||
2*MatMul[Adj[Yb], Yb, Adj[Yb], Yb]*trace[Adj[Ye], Ye] - | ||
6*MatMul[Adj[Yb], Yb]*trace[Adj[Yb], Yb]*trace[Adj[Ye], Ye] - | ||
MatMul[Adj[Yb], Yb]*trace[Adj[Ye], Ye]^2 - (13*g1^4*trace[Adj[Yt], Yt])/ | ||
30 - (45*g2^4*trace[Adj[Yt], Yt])/2 - (80*g3^4*trace[Adj[Yt], Yt])/3 + | ||
2*g1^2*MatMul[Adj[Yt], Yt]*trace[Adj[Yt], Yt] + | ||
18*g2^2*MatMul[Adj[Yt], Yt]*trace[Adj[Yt], Yt] - | ||
8*g3^2*MatMul[Adj[Yt], Yt]*trace[Adj[Yt], Yt] - | ||
(24*g1^2*MatMul[MatMul[Adj[Yt], Yt], Zeta[3]]*trace[Adj[Yt], Yt])/5 + | ||
48*g3^2*MatMul[MatMul[Adj[Yt], Yt], Zeta[3]]*trace[Adj[Yt], Yt] + | ||
6*MatMul[Adj[Yt], Yt, Adj[Yt], Yt]*trace[Adj[Yt], Yt] - | ||
9*MatMul[Adj[Yt], Yt]*trace[Adj[Yt], Yt]^2 + | ||
18*MatMul[Adj[Yb], Yb]*trace[Adj[Yb], Yb, Adj[Yb], Yb] + | ||
6*MatMul[Adj[Yb], Yb]*trace[Adj[Ye], Ye, Adj[Ye], Ye] + | ||
6*MatMul[Adj[Yb], Yb]*trace[Adj[Yt], Yt, Adj[Yb], Yb] + | ||
6*MatMul[Adj[Yt], Yt]*trace[Adj[Yt], Yt, Adj[Yb], Yb] + | ||
18*MatMul[Adj[Yt], Yt]*trace[Adj[Yt], Yt, Adj[Yt], Yt] - | ||
(199*g1^6*Zeta[3])/250 - (27*g1^4*g2^2*Zeta[3])/50 - | ||
(81*g1^2*g2^4*Zeta[3])/10 + (315*g2^6*Zeta[3])/2 - | ||
(44*g1^4*g3^2*Zeta[3])/25 - 108*g2^4*g3^2*Zeta[3] - | ||
(88*g1^2*g3^4*Zeta[3])/5 - 72*g2^2*g3^4*Zeta[3] + 320*g3^6*Zeta[3]} |
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