m H = 125.09 ± 0.24GeV
Y B n B s =(8.59 ± 0.11) 10 11 n B = n b n b( b) : n b s :
W = g 2 2/4 (s) B ( W T ) 4 =0.1 1.0 (b) B T 4 e E sph/t E sph :
v(t ) v v C T T C v C T C
V e (T ) T>T C T = T C T =0 T C v C v v C
v =0 v =0
v =0 v =0
v =0 v =0 n B = n L b n L b + n R b n R b =0 =0 =0
v =0 v =0 n B = n L b n L b + n R b n R b =0
n B =0 v =0 v w v =0 v w :
n B =0 v =0 v w v =0 v C T C > 1
m H > 73 GeV
m H > 73 GeV
d i, i = e, n, p
HV V Hff HHH H, HHH
HV V Hff HHH
V 0 = µ 2 HH H + H (H H) 2 +µ HS H HS + HS 2 H HS 2 +µ 3 SS + m2 S 2 S2 + µ S 3 S3 + S 4 S4 H(x) = G + (x) 1 (v + 2 h(x)+ig0 (x)), S(x) =v S + h S (x)
V 0 = µ 2 HH H + H (H H) 2 +µ HS H HS + HS 2 H HS 2 +µ 3 SS + m2 S 2 S2 + µ S 3 S3 + S 4 S4 (h, h S ) (H 1,H 2 )
(b) B <H H (b) B v C T C > g 2 4 E(T C ) [42.97 + (log correction)] sph(t C ) E :
V = g H 1 VV g SM hv V = cos F = g H 1 ff g SM hv V = cos V = F κ F 1.6 1.4 ATLAS and CMS LHC Run 1 1.2 ATLAS+CMS ATLAS 1 CMS 0.8 0.6 0.4 68% CL 95% CL Best fit SM expected 0.8 1 1.2 1.4 κ V
V = g H 1 VV g SM hv V = cos F = g H 1 ff g SM hv V V = F v C /T C =1 κ F 1.6 1.4 1.2 = cos ATLAS and CMS LHC Run 1 ATLAS+CMS ATLAS v C T C > sph (T C ) 1 0.8 CMS 0.6 0.4 68% CL 95% CL Best fit SM expected 0.8 1 1.2 1.4 κ V
V = g H 1 VV g SM hv V = cos F = g H 1 ff g SM hv V V = F v C /T C =1 κ F 1.6 1.4 1.2 ATLAS and CMS LHC Run 1 ATLAS+CMS ATLAS = cos v C T C > sph (T C ) 1 0.8 CMS 0.6 0.4 68% CL 95% CL Best fit SM expected 0.8 1 1.2 1.4 κ V
V = g H 1 VV g SM hv V = cos F = g H 1 ff g SM hv V V = F = cos v C /T C =1 v C T C > sph (T C ) v C = 206.75 T C 111.76 =1.85 sph(t C )=1.18 v C > 1 T C
rsm, tree H 1 H 1 H 1 H 1 =6[ H vc 3 + µ HS 2 s c2 + HS 2 s c (vs + v Sc )+ µ 3 + Sv S s 3 V = F ] v C /T C =1 v C T C > sph (T C ) = H 1 H 1 H 1 rsm H 1 H 1 H 1 SM H 1 H 1 H 1 SM H1 H 1 H 1
S BAU + j i
S BAU + j i 1, 2
n B = N g (s) B 2 v w v 2 w +2RD q 0 dz n L (z )e Rz /v w N g : n L : (s) B : v w : R : D q : n L n L
L = 1 2 i (c L v 2 P L + c R v 1 P R ) j +h.c. c L,R : Im[c L c R ] v 1,2 : i v 2 (y) v 1 (x) i
d WW f d H± W ± f γ ψ ± ψ ± ± ψ j ψ i H ± j i W ± f f f L = 1 2 i (c L v 2 P L + c R v 1 P R ) j +h.c. + p 1 + 2 c + L + 2 P L + c + R + 1 P R j c + L(R) c + L(R) = c L(R) c L(R)
c L = c R =0.42, m H ± = 400 GeV BAU L R = 225 d exp e < 8.7 10 29 e cm Y B /YB obs =1 Y B /YB obs =0.1 d e =1.0 10 29 e cm
BAU H S BAU H L3h S + (g S + i 5 g P ) + g S = cos H g P = sin H
d WW f d H± W ± f γ d H f,d HZ f ψ ± ψ ± ψ j ψ i H ± W ± f f f d sum f = d WW f + d H± W ± f + d H f + d HZ f d sum e =0
d WW f d H± W ± f γ d H f,d HZ f ψ ± ψ ± ψ j ψ i H ± W ± f f f d sum e =0 µ
0 d sum e d e =0 = d WW e + d H± W ± e + d H e + d HZ e m i = 300 GeV m j = 277 GeV H 90 0.0 0.2 0.4 0.6 0.8 1.0 1.2 µ H 1! 2
d sum e = d WW e + d H± W ± e + d H e + d HZ e 0 d e =1.0 10 29 e cm H µ =1.0 d e =1.0 10 29 e cm µ =0.9 0.0 0.2 0.4 0.6 0.8 1.0 1.2 90
0 d n =1.0 10 28 e cm d p =1.0 10 29 e cm H 45 µ =1.0 µ =1.0 µ =0.9 µ =0.9 90 0.0 0.2 0.4 0.6 0.8 1.0 1.2 0.0 0.2 0.4 0.6 0.8 1.0 1.2