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HFAG-Tau Early 2012 Report

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6  Upper limits on tau LFV branching fractions

We list in Table 10 the up-to-date upper limits on the tau LFV branching fractions.


Table 10: HFAG Winter 2012 upper limit for the lepton flavor violating τ decay modes. For convenience, the decay modes are grouped in categories labelled according to their particle content. The label “(L)” in the category column means that the decay mode implies lepton number violation as well as the lepton flavor violation.
Decay modeCategory
90% CL
Limit
Exp.Ref.
 
Γ156 =  e γ 
lγ12.0 · 10−8Belle[76]
 3.3 · 10−8BaBar [43]
Γ157 =  µ γ 
 4.5 · 10−8Belle[76]
 4.4 · 10−8BaBar [43]
Γ158 =  e π0 
lP0 2.2 · 10−8Belle[75]
 13.0 · 10−8BaBar [35]
Γ159 =  µ π0 
 2.7 · 10−8Belle[75]
 11.0 · 10−8BaBar [35]
Γ162 =  e η 
 4.4 · 10−8Belle[75]
 16.0 · 10−8BaBar [35]
Γ163 =  µ η 
 2.3 · 10−8Belle[75]
 15.0 · 10−8BaBar [35]
Γ172 =  e η′(958) 
 3.6 · 10−8Belle[75]
 24.0 · 10−8BaBar [35]
Γ173 =  µ η′(958) 
 3.8 · 10−8Belle[75]
 14.0 · 10−8BaBar [35]
Γ160 =  e KS0 
 2.6 · 10−8Belle[88]
 3.3 · 10−8BaBar [41]
Γ161 =  µ KS0 
 2.3 · 10−8Belle[88]
 4.0 · 10−8BaBar [41]
Γ174 =  e f0(980) 
l S03.2 · 10−8Belle[87]
Γ175 =  µ f0(980) 
 3.4 · 10−8Belle[87]
Γ164 =  e ρ0 
l V01.8 · 10−8Belle[86]
 4.6 · 10−8BaBar [39]
Γ165 =  µ ρ0 
 1.2 · 10−8Belle[86]
 2.6 · 10−8BaBar [39]
Γ168 =  e K*(892)0 
 3.2 · 10−8Belle[86]
 5.9 · 10−8BaBar [39]
Γ169 =  µ K*(892)0 
 7.2 · 10−8Belle[86]
 17.0 · 10−8BaBar [39]
Γ170 =  
e 
K
*(892)0
 
 3.4 · 10−8Belle[86]
 4.6 · 10−8BaBar [39]
Γ171 =  
µ 
K
*(892)0
 
 7.0 · 10−8Belle[86]
 7.3 · 10−8BaBar [39]
Γ176 =  e φ 
 3.1 · 10−8Belle[86]
 3.1 · 10−8BaBar [39]
Γ177 =  µ φ 
 8.4 · 10−8Belle[86]
 19.0 · 10−8BaBar [39]
Γ166 =  e ω 
 4.8 · 10−8Belle[86]
 11.0 · 10−8BaBar [38]
Γ167 =  µ ω 
 4.7 · 10−8Belle[86]
 10.0 · 10−8BaBar [38]
Γ178 =  e e+ e 
lll2.7 · 10−8Belle[77]
 2.9 · 10−8BaBar [82]
Γ181 =  µ e+ e 
 1.8 · 10−8Belle[77]
 2.2 · 10−8BaBar [82]
Γ179 =  e µ+ µ− 
 2.7 · 10−8Belle[77]
 3.2 · 10−8BaBar [82]
Γ183 =  µ µ+ µ− 
 2.1 · 10−8Belle[77]
 3.3 · 10−8BaBar [82]
Γ182 =  e µ+ e 
 1.5 · 10−8Belle[77]
 1.8 · 10−8BaBar [82]
Γ180 =  µ e+ µ− 
 1.7 · 10−8Belle[77]
 2.6 · 10−8BaBar [82]
Γ184 =  e π+ π 
lhh2.3 · 10−8Belle[89]
 12.0 · 10−8BaBar [32]
Γ186 =  µ π+  π 
 2.1 · 10−8Belle[89]
 29.0 · 10−8BaBar [32]
Γ188 =  e π+ K 
 3.7 · 10−8Belle[89]
 32.0 · 10−8BaBar [32]
Γ194 =  µ π+  K 
 8.6 · 10−8Belle[89]
 26.0 · 10−8BaBar [32]
Γ189 =  e K+ π 
 3.1 · 10−8Belle[89]
 17.0 · 10−8BaBar [32]
Γ195 =  µ K+  π 
 4.5 · 10−8Belle[89]
 32.0 · 10−8BaBar [32]
Γ192 =  e K+ K 
 3.4 · 10−8Belle[89]
 14.0 · 10−8BaBar [32]
Γ198 =  µ K+  K 
 4.4 · 10−8Belle[89]
 25.0 · 10−8BaBar [32]
Γ191 =  e KS0 KS0 
 7.1 · 10−8Belle[88]
Γ197 =  µ KS0  KS0 
 8.0 · 10−8Belle[88]
Γ185 =  e+ π π  
(L)2.0 · 10−8Belle[89]
(L)27.0 · 10−8BaBar [32]
Γ187 =  µ+ π π 
(L)3.9 · 10−8Belle[89]
(L)7.0 · 10−8BaBar [32]
Γ190 =  e+ π K  
(L)3.2 · 10−8Belle[89]
(L)18.· 10−8BaBar [32]
Γ196 =  µ+ π K 
(L)4.8 · 10−8Belle[89]
(L)22.0 · 10−8BaBar [32]
Γ193 =  e+ K K  
(L)3.3 · 10−8Belle[89]
(L)15.0 · 10−8BaBar [32]
Γ199 =  µ+ K K 
(L)4.7 · 10−8Belle[89]
(L)48.0 · 10−8BaBar [32]
Γ211 =   π Λ  
Λ h3.0 · 10−8Belle[74]
 5.8 · 10−8BaBar [79]
Γ212 =  
 π 
Λ
 
 2.8 · 10−8Belle[74]
 5.9 · 10−8BaBar [79]
Γxx =   K Λ  
 4.2 · 10−8Belle[74]
 15.· 10−8BaBar [79]
Γxx =  
 K 
Λ
 
 3.1 · 10−8Belle[74]
 7.2 · 10−8BaBar [79]
 


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