Table 10.

Expected limits on $(f_{g2},{\mathit{\varphi }}_{g2})$ and $(f_{g4},{\mathit{\varphi }}_{g4})$ parameters defined in Ref. [3] obtained in the analyses of the $H\to W{W}^{\ast }\to e\mathit{\nu }\mathit{\mu }\mathit{\nu }$ and $H\to Z{Z}^{\ast }\to 4\ell$ channels and for their combination. The symbol “n.a.” denotes the absence of 95 % CL sensitivity

Expected $95\%$ CL limits
$H\to W{W}^{\ast }\to e\mathit{\nu }\mathit{\mu }\mathit{\nu }$
n.a. for ${\mathit{\varphi }}_{g2}=0$ and $f_{g2}<0.15;f_{g2}>0.33$ for ${\mathit{\varphi }}_{g2}=\mathit{\pi }$
n.a. for ${\mathit{\varphi }}_{g4}=0$ and n.a. for ${\mathit{\varphi }}_{g4}=\mathit{\pi }$
$H\to Z{Z}^{\ast }\to 4\ell$
$f_{g2}<0.94$ for ${\mathit{\varphi }}_{g2}=0$ and $f_{g2}<0.16$ for ${\mathit{\varphi }}_{g2}=\mathit{\pi }$
$f_{g4}<0.56$ for ${\mathit{\varphi }}_{g4}=0$ and $f_{g4}<0.56$ for ${\mathit{\varphi }}_{g4}=\mathit{\pi }$
Combination of $H\to Z{Z}^{\ast }\to 4\ell$ and $H\to W{W}^{\ast }\to e\mathit{\nu }\mathit{\mu }\mathit{\nu }$
$f_{g2}<0.89$ for ${\mathit{\varphi }}_{g2}=0$ and $f_{g2}<0.096$ for ${\mathit{\varphi }}_{g2}=\mathit{\pi }$
$f_{g4}<0.43$ for ${\mathit{\varphi }}_{g4}=0$ and $f_{g4}<0.44$ for ${\mathit{\varphi }}_{g4}=\mathit{\pi }$