Coefficient comparison
Class |
Coefficients |
best |
68% CL Bounds |
95% CL Bounds |
best |
68% CL Bounds |
95% CL Bounds |
2FB |
\(c_{t
\varphi}\) |
-1.319 |
[-3.6699,1.0172] |
[-5.9065,3.1833] |
0.3107 |
[-1.8535,2.4807] |
[-3.9873,4.5127] |
\(c_{tG}\) |
0.1119 |
[-0.0305,0.2547] |
[-0.1754,0.3954] |
0.1067 |
[0.0255,0.1879] |
[-0.0537,0.2646] |
\(c_{b
\varphi}\) |
0.0333 |
[-0.0036,0.0706] |
[-0.0379,0.1052] |
0.0404 |
[-0.0163,0.0968] |
[-0.0725,0.1529] |
\(c_{c
\varphi}\) |
-0.0838 |
[-0.203,0.0347] |
[-0.3154,0.153] |
-0.0602 |
[-0.2192,0.0993] |
[-0.3697,0.2497] |
\(c_{\tau
\varphi}\) |
0.0085 |
[-0.0092,0.0263] |
[-0.0266,0.0427] |
0.0072 |
[-0.0103,0.0249] |
[-0.0278,0.0422] |
\(c_{tW}\) |
-0.097 |
[-0.208,0.0142] |
[-0.3159,0.1207] |
-0.0864 |
[-0.1975,0.0237] |
[-0.3006,0.1293] |
\(c_{tZ}\) |
-4.9874 |
[-10.3553,0.331] |
[-15.3265,5.547] |
-2.5101 |
[-22.6321,17.1691] |
[-40.3217,37.7001] |
\(c_{\varphi
l_1}\) |
0.0564 |
[-0.1027,0.2142] |
[-0.2563,0.3684] |
-0.008 |
[-0.1972,0.1784] |
[-0.3753,0.3552] |
\(c_{\varphi
l_1}^{3}\) |
0.0205 |
[-0.0345,0.0761] |
[-0.0877,0.1315] |
0.0208 |
[-0.0262,0.0667] |
[-0.07,0.1114] |
\(c_{\varphi
l_2}\) |
0.0564 |
[-0.1027,0.2142] |
[-0.2563,0.3684] |
-0.008 |
[-0.1972,0.1784] |
[-0.3753,0.3552] |
\(c_{\varphi
l_2}^{3}\) |
0.0205 |
[-0.0345,0.0761] |
[-0.0877,0.1315] |
0.0208 |
[-0.0262,0.0667] |
[-0.07,0.1114] |
\(c_{\varphi
l_3}\) |
0.0564 |
[-0.1027,0.2142] |
[-0.2563,0.3684] |
-0.008 |
[-0.1972,0.1784] |
[-0.3753,0.3552] |
\(c_{\varphi
l_3}^{3}\) |
0.0205 |
[-0.0345,0.0761] |
[-0.0877,0.1315] |
0.0208 |
[-0.0262,0.0667] |
[-0.07,0.1114] |
\(c_{\varphi
e}\) |
0.1129 |
[-0.2053,0.4284] |
[-0.5125,0.7368] |
-0.016 |
[-0.3945,0.3567] |
[-0.7506,0.7105] |
\(c_{\varphi
\mu}\) |
0.1129 |
[-0.2053,0.4284] |
[-0.5125,0.7368] |
-0.016 |
[-0.3945,0.3567] |
[-0.7506,0.7105] |
\(c_{\varphi
\tau}\) |
0.1129 |
[-0.2053,0.4284] |
[-0.5125,0.7368] |
-0.016 |
[-0.3945,0.3567] |
[-0.7506,0.7105] |
\(c_{\varphi
q}^{3}\) |
0.0205 |
[-0.0345,0.0761] |
[-0.0877,0.1315] |
0.0208 |
[-0.0262,0.0667] |
[-0.07,0.1114] |
\(c_{\varphi
Q}^{3}\) |
-0.4783 |
[-0.9332,-0.02] |
[-1.3401,0.4161] |
0.1505 |
[-0.3075,0.6124] |
[-0.7753,1.0461] |
\(c_{\varphi
q}^{(-)}\) |
-0.0393 |
[-0.1141,0.0347] |
[-0.1842,0.1061] |
-0.0182 |
[-0.1061,0.0699] |
[-0.1854,0.1525] |
\(c_{\varphi
Q}^{(-)}\) |
3.8419 |
[0.7911,6.897] |
[-2.388,9.0179] |
1.6163 |
[-3.5184,6.6903] |
[-8.4488,11.7259] |
\(c_{\varphi
u}\) |
-0.0752 |
[-0.2856,0.1369] |
[-0.4912,0.3416] |
0.0107 |
[-0.2378,0.263] |
[-0.4736,0.5004] |
\(c_{\varphi
d}\) |
0.0376 |
[-0.0685,0.1428] |
[-0.1709,0.2457] |
-0.0053 |
[-0.1315,0.1189] |
[-0.2503,0.2369] |
\(c_{\varphi
t}\) |
5.9061 |
[0.9299,10.9885] |
[-4.3207,13.945] |
6.3396 |
[-1.3894,13.9278] |
[-8.8735,21.373] |
2Q2q |
\(c_{qq}^{1,8}\) |
0.3835 |
[-1.3549,2.1174] |
[-2.8675,3.7741] |
-7.7445 |
[-12.9236,-2.5798] |
[-17.8064,2.3872] |
\(c_{qq}^{1,1}\) |
3.5785 |
[-0.8403,7.9227] |
[-5.1758,12.1473] |
8.7019 |
[-121.4849,136.9849] |
[-186.4523,188.7617] |
\(c_{qq}^{8,3}\) |
1.1708 |
[-1.3959,3.702] |
[-3.903,6.142] |
0.0192 |
[-1.3258,1.3648] |
[-2.6392,2.765] |
\(c_{qq}^{1,3}\) |
-0.0574 |
[-0.1736,0.0618] |
[-0.2875,0.1703] |
0.0999 |
[-0.055,0.2553] |
[-0.2135,0.4068] |
\(c_{qt}^{8}\) |
0.5821 |
[-1.4169,2.605] |
[-3.3059,4.2718] |
9.9645 |
[4.7283,15.2459] |
[-0.4876,20.2792] |
\(c_{qt}^{1}\) |
0.7048 |
[-3.9421,5.2954] |
[-8.3959,9.7133] |
-10.9784 |
[-136.2497,117.1323] |
[-189.3275,186.1236] |
\(c_{ut}^{8}\) |
-4.5692 |
[-8.6172,-0.5494] |
[-12.4541,3.3923] |
3.9949 |
[-3.7437,11.7919] |
[-11.1643,19.0719] |
\(c_{ut}^{1}\) |
1.6099 |
[-5.8749,9.2035] |
[-13.641,16.7281] |
4.5594 |
[-129.1558,136.741] |
[-188.1938,190.4553] |
\(c_{qu}^{8}\) |
-0.8739 |
[-7.3132,5.5559] |
[-12.8684,11.7645] |
-8.4268 |
[-15.3933,-1.3859] |
[-22.5032,5.5406] |
\(c_{qu}^{1}\) |
-5.9533 |
[-10.2874,-1.59] |
[-14.7225,2.7967] |
-6.8651 |
[-136.773,128.4318] |
[-188.7791,187.1648] |
\(c_{dt}^{8}\) |
4.9209 |
[-3.2258,13.0604] |
[-10.9042,21.0258] |
15.6612 |
[0.6277,30.7873] |
[-14.1386,44.2856] |
\(c_{dt}^{1}\) |
-10.1456 |
[-19.6332,-0.7949] |
[-28.5707,8.3276] |
3.2862 |
[-131.8071,138.1521] |
[-188.7328,190.1839] |
\(c_{qd}^{8}\) |
-3.1012 |
[-11.9695,5.5047] |
[-20.0401,13.6058] |
-15.4459 |
[-28.5719,-1.9945] |
[-41.4181,10.6878] |
\(c_{qd}^{1}\) |
10.3771 |
[1.1103,19.6158] |
[-7.844,28.8619] |
-3.5302 |
[-136.8674,130.2808] |
[-190.3014,189.2674] |
4Q |
\(c_{QQ}^{1}\) |
-0.5758 |
[-137.1981,134.3793] |
[-190.5568,189.0418] |
1.5736 |
[-132.7202,133.7609] |
[-189.7687,188.7543] |
\(c_{QQ}^{8}\) |
-35.2361 |
[-147.2227,73.8373] |
[-191.4467,143.9461] |
-11.2418 |
[-136.6684,113.3754] |
[-189.262,185.1978] |
\(c_{Qt}^{1}\) |
-4.6691 |
[-139.1447,131.7386] |
[-190.3091,188.5192] |
-1.959 |
[-137.9149,133.8078] |
[-190.5481,188.9799] |
\(c_{Qt}^{8}\) |
-38.9508 |
[-147.4465,67.0317] |
[-191.9114,135.366] |
-12.4098 |
[-133.8047,111.511] |
[-189.3067,182.0554] |
\(c_{tt}^{1}\) |
32.0219 |
[-40.3981,105.2719] |
[-100.2454,159.4708] |
13.4785 |
[-81.0282,109.0731] |
[-161.0027,176.3853] |
B |
\(c_{\varphi
G}\) |
-0.0141 |
[-0.0287,0.0004] |
[-0.0425,0.0146] |
-0.0056 |
[-0.0124,0.0012] |
[-0.0191,0.0075] |
\(c_{\varphi
B}\) |
-0.2229 |
[-0.4808,0.0353] |
[-0.7164,0.2697] |
-0.137 |
[-1.0384,0.7415] |
[-1.8125,1.6486] |
\(c_{\varphi
W}\) |
0.0285 |
[-0.2881,0.3441] |
[-0.5877,0.6363] |
-0.0344 |
[-0.4073,0.3371] |
[-0.744,0.6913] |
\(c_{\varphi
WB}\) |
0.0924 |
[-0.2028,0.3833] |
[-0.4841,0.668] |
-0.0261 |
[-0.3672,0.3111] |
[-0.6882,0.6335] |
\(c_{\varphi
\Box}\) |
0.7936 |
[-0.6684,2.2506] |
[-2.0837,3.6377] |
0.5381 |
[-0.9667,2.0332] |
[-2.4462,3.5471] |
\(c_{\varphi
D}\) |
-0.2257 |
[-0.8568,0.4106] |
[-1.4737,1.025] |
0.032 |
[-0.7134,0.7889] |
[-1.421,1.5013] |
\(c_{WWW}\) |
0.2599 |
[-0.351,0.8737] |
[-0.9639,1.4773] |
-3.1436 |
[-4.778,-1.5076] |
[-6.3597,0.1047] |