Coefficient comparison
Class |
Coefficients |
best |
68% CL Bounds |
95% CL Bounds |
best |
68% CL Bounds |
95% CL Bounds |
2FB |
\(c_{t \varphi}\) |
-1.429 |
[-3.783,0.892] |
[-6.029,3.615] |
-1.468 |
[-3.761,0.837] |
[-6.011,2.907] |
\(c_{tG}\) |
0.136 |
[-0.005,0.275] |
[-0.147,0.421] |
0.141 |
[0.008,0.276] |
[-0.122,0.405] |
\(c_{b \varphi}\) |
0.037 |
[0.002,0.072] |
[-0.033,0.110] |
0.036 |
[-0.000,0.072] |
[-0.036,0.106] |
\(c_{c \varphi}\) |
-0.095 |
[-0.201,0.008] |
[-0.324,0.119] |
-0.090 |
[-0.198,0.022] |
[-0.308,0.128] |
\(c_{\tau \varphi}\) |
0.008 |
[-0.010,0.025] |
[-0.026,0.042] |
0.008 |
[-0.010,0.026] |
[-0.026,0.043] |
\(c_{tW}\) |
-0.091 |
[-0.196,0.013] |
[-0.310,0.135] |
-0.086 |
[-0.195,0.023] |
[-0.300,0.131] |
\(c_{tZ}\) |
-4.078 |
[-8.903,0.752] |
[-13.870,6.037] |
-4.045 |
[-8.762,0.681] |
[-13.413,5.167] |
\(c_{\varphi l_1}\) |
0.046 |
[-0.099,0.192] |
[-0.238,0.347] |
0.048 |
[-0.103,0.198] |
[-0.250,0.349] |
\(c_{\varphi l_1}^{3}\) |
0.026 |
[-0.030,0.085] |
[-0.081,0.140] |
0.024 |
[-0.032,0.080] |
[-0.088,0.133] |
\(c_{\varphi l_2}\) |
0.046 |
[-0.099,0.192] |
[-0.238,0.347] |
0.048 |
[-0.103,0.198] |
[-0.250,0.349] |
\(c_{\varphi l_2}^{3}\) |
0.026 |
[-0.030,0.085] |
[-0.081,0.140] |
0.024 |
[-0.032,0.080] |
[-0.088,0.133] |
\(c_{\varphi l_3}\) |
0.046 |
[-0.099,0.192] |
[-0.238,0.347] |
0.048 |
[-0.103,0.198] |
[-0.250,0.349] |
\(c_{\varphi l_3}^{3}\) |
0.026 |
[-0.030,0.085] |
[-0.081,0.140] |
0.024 |
[-0.032,0.080] |
[-0.088,0.133] |
\(c_{\varphi e}\) |
0.091 |
[-0.198,0.384] |
[-0.476,0.694] |
0.096 |
[-0.206,0.395] |
[-0.501,0.699] |
\(c_{\varphi \mu}\) |
0.091 |
[-0.198,0.384] |
[-0.476,0.694] |
0.096 |
[-0.206,0.395] |
[-0.501,0.699] |
\(c_{\varphi \tau}\) |
0.091 |
[-0.198,0.384] |
[-0.476,0.694] |
0.096 |
[-0.206,0.395] |
[-0.501,0.699] |
\(c_{\varphi q}^{3}\) |
0.026 |
[-0.030,0.085] |
[-0.081,0.140] |
0.024 |
[-0.032,0.080] |
[-0.088,0.133] |
\(c_{\varphi Q}^{3}\) |
-0.115 |
[-0.569,0.342] |
[-1.119,0.851] |
-0.142 |
[-0.611,0.329] |
[-1.081,0.791] |
\(c_{\varphi q}^{(-)}\) |
-0.041 |
[-0.113,0.031] |
[-0.187,0.098] |
-0.040 |
[-0.113,0.034] |
[-0.184,0.111] |
\(c_{\varphi Q}^{(-)}\) |
4.146 |
[0.597,7.629] |
[-2.763,10.863] |
4.201 |
[0.866,7.513] |
[-2.312,10.808] |
\(c_{\varphi u}\) |
-0.061 |
[-0.256,0.132] |
[-0.462,0.317] |
-0.064 |
[-0.263,0.137] |
[-0.466,0.334] |
\(c_{\varphi d}\) |
0.030 |
[-0.066,0.128] |
[-0.159,0.231] |
0.032 |
[-0.069,0.132] |
[-0.167,0.233] |
\(c_{\varphi t}\) |
6.724 |
[1.205,12.208] |
[-4.310,17.009] |
6.831 |
[1.554,12.071] |
[-3.801,17.398] |
|
\(c_{qq}^{1,8}\) |
0.608 |
[-1.242,2.446] |
[-3.047,4.044] |
0.617 |
[-1.067,2.320] |
[-2.559,3.820] |
|
\(c_{qq}^{1,1}\) |
4.398 |
[0.317,8.728] |
[-3.871,11.982] |
4.238 |
[0.061,8.397] |
[-4.065,12.613] |
|
\(c_{qq}^{8,3}\) |
1.689 |
[-0.813,4.339] |
[-3.153,7.146] |
1.721 |
[-0.840,4.275] |
[-3.385,6.817] |
|
\(c_{qq}^{1,3}\) |
0.075 |
[-0.064,0.217] |
[-0.201,0.381] |
0.066 |
[-0.049,0.180] |
[-0.156,0.293] |
|
\(c_{qt}^{8}\) |
0.691 |
[-1.394,2.814] |
[-3.405,4.854] |
0.714 |
[-1.261,2.699] |
[-3.118,4.215] |
|
\(c_{qt}^{1}\) |
-1.577 |
[-6.070,2.868] |
[-11.117,7.302] |
-1.827 |
[-6.263,2.612] |
[-10.480,6.952] |
|
\(c_{ut}^{8}\) |
-4.704 |
[-8.543,-0.915] |
[-12.548,2.771] |
-4.887 |
[-8.641,-1.091] |
[-12.276,2.702] |
|
\(c_{ut}^{1}\) |
1.771 |
[-5.272,8.999] |
[-13.344,17.130] |
2.200 |
[-5.187,9.558] |
[-12.048,16.668] |
|
\(c_{qu}^{8}\) |
-1.024 |
[-7.354,5.245] |
[-13.373,11.151] |
-1.012 |
[-6.998,5.006] |
[-12.325,10.605] |
|
\(c_{qu}^{1}\) |
-4.052 |
[-8.341,0.365] |
[-12.678,4.527] |
-4.007 |
[-8.148,0.182] |
[-12.240,4.230] |
|
\(c_{dt}^{8}\) |
2.865 |
[-4.488,9.918] |
[-11.644,17.386] |
3.058 |
[-4.230,10.317] |
[-11.485,17.523] |
|
\(c_{dt}^{1}\) |
-8.113 |
[-16.693,0.855] |
[-24.998,8.031] |
-7.909 |
[-16.898,1.110] |
[-25.697,9.631] |
|
\(c_{qd}^{8}\) |
-2.983 |
[-11.717,5.426] |
[-18.792,14.016] |
-3.295 |
[-11.389,4.741] |
[-19.070,12.191] |
|
\(c_{qd}^{1}\) |
11.711 |
[2.906,20.952] |
[-6.523,28.742] |
12.069 |
[3.131,20.969] |
[-5.594,29.250] |
|
\(c_{QQ}^{1}\) |
8.934 |
[-103.185,122.306] |
[-187.389,205.435] |
0.049 |
[-136.868,137.395] |
[-190.437,190.260] |
|
\(c_{QQ}^{8}\) |
-27.318 |
[-108.547,57.293] |
[-193.063,128.600] |
-19.182 |
[-140.655,100.006] |
[-190.503,173.070] |
|
\(c_{Qt}^{1}\) |
-4.841 |
[-138.019,130.885] |
[-191.008,184.121] |
-1.251 |
[-136.382,133.598] |
[-189.542,189.624] |
|
\(c_{Qt}^{8}\) |
-19.948 |
[-104.371,62.454] |
[-169.799,132.210] |
-23.239 |
[-140.956,91.758] |
[-190.020,166.108] |
|
\(c_{tt}^{1}\) |
16.966 |
[-43.946,76.709] |
[-92.763,125.004] |
21.849 |
[-53.092,97.926] |
[-114.620,154.803] |
|
\(c_{\varphi G}\) |
-0.017 |
[-0.032,-0.001] |
[-0.045,0.014] |
-0.017 |
[-0.031,-0.003] |
[-0.044,0.010] |
|
\(c_{\varphi B}\) |
-0.182 |
[-0.419,0.059] |
[-0.636,0.305] |
-0.183 |
[-0.416,0.048] |
[-0.628,0.267] |
|
\(c_{\varphi W}\) |
0.014 |
[-0.284,0.316] |
[-0.604,0.590] |
0.034 |
[-0.269,0.335] |
[-0.561,0.627] |
|
\(c_{\varphi WB}\) |
0.070 |
[-0.209,0.350] |
[-0.455,0.619] |
0.075 |
[-0.205,0.353] |
[-0.481,0.633] |
|
\(c_{\varphi \Box}\) |
0.879 |
[-0.496,2.385] |
[-1.788,3.519] |
0.806 |
[-0.527,2.149] |
[-1.861,3.425] |
|
\(c_{\varphi D}\) |
-0.183 |
[-0.767,0.396] |
[-1.387,0.952] |
-0.192 |
[-0.790,0.412] |
[-1.397,1.001] |
|
\(c_{WWW}\) |
0.209 |
[-0.474,0.864] |
[-1.093,1.519] |
0.201 |
[-0.444,0.859] |
[-1.073,1.464] |
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