The $$\varvec\Lambda _b\rightarrow \Lambda (\rightarrow p\pi ^-)\mu ^+\mu ^-}$$ Λ b → Λ ( → p π - ) μ + μ - decay in the aligned two-Higgs-doublet model

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Location
Deutsche Nationalbibliothek Frankfurt am Main
ISSN
1434-6052
Extent
Online-Ressource
Language
Englisch
Notes
online resource.

Bibliographic citation
The $$\varvec\Lambda _b\rightarrow \Lambda (\rightarrow p\pi ^-)\mu ^+\mu ^-}$$ Λ b → Λ ( → p π - ) μ + μ - decay in the aligned two-Higgs-doublet model ; volume:77 ; number:4 ; day:11 ; month:4 ; year:2017 ; pages:1-13 ; date:4.2017
The European physical journal / C. C, Particles and fields ; 77, Heft 4 (11.4.2017), 1-13, 4.2017

Classification
Physik

Creator
Hu, Quan-Yi
Contributor
Li, Xin-Qiang
Yang, Ya-Dong
SpringerLink (Online service)

DOI
10.1140/epjc/s10052-017-4794-9
URN
urn:nbn:de:1111-201704282517
Rights
Der Zugriff auf das Objekt ist unbeschränkt möglich.
Last update
14.08.2025, 11:02 AM CEST

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Associated

  • Hu, Quan-Yi
  • Li, Xin-Qiang
  • Yang, Ya-Dong
  • SpringerLink (Online service)

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Angular moments of the decay $\Lambda_b^0 \rightarrow \Lambda \mu^+} \mu^-}$ at low hadronic recoil

Angular moments of the decay $\Lambda_b^0 \rightarrow \Lambda \mu^+} \mu^-}$ at low hadronic recoil

Angular moments of the decay $\Lambda_b^0 \rightarrow \Lambda \mu^+} \mu^-}$ at low hadronic recoil

Angular moments of the decay $\Lambda_b^0 \rightarrow \Lambda \mu^+} \mu^-}$ at low hadronic recoil

Model independent new physics analysis in $$\Lambda _b\rightarrow \Lambda \mu ^+\mu ^-$$ Λb→Λμ+μ- decay

Model independent new physics analysis in $$\Lambda _b\rightarrow \Lambda \mu ^+\mu ^-$$ Λb→Λμ+μ- decay

Search for $D^*}(2007)^{0} \rightarrow \mu ^+} \mu ^-}$ in $B^-}\rightarrow \pi ^-} \mu ^+} \mu ^-}$ decays

Search for $D^*}(2007)^{0} \rightarrow \mu ^+} \mu ^-}$ in $B^-}\rightarrow \pi ^-} \mu ^+} \mu ^-}$ decays

Search for $D^*}(2007)^{0} \rightarrow \mu ^+} \mu ^-}$ in $B^-}\rightarrow \pi ^-} \mu ^+} \mu ^-}$ decays

Search for $D^*}(2007)^{0} \rightarrow \mu ^+} \mu ^-}$ in $B^-}\rightarrow \pi ^-} \mu ^+} \mu ^-}$ decays

Predictions for the $$\varvec{\Lambda }_b \rightarrow J/\psi ~ \Lambda (1405)}$$ Λ b → J / ψ Λ ( 1405 ) decay

Predictions for the $$\varvec{\Lambda }_b \rightarrow J/\psi ~ \Lambda (1405)}$$ Λ b → J / ψ Λ ( 1405 ) decay

“Spin-dependent” $$\varvec\mu \rightarrow e}$$ μ→e conversion on light nuclei

“Spin-dependent” $$\varvec\mu \rightarrow e}$$ μ→e conversion on light nuclei

Study of $$\Lambda _b\rightarrow \Lambda (\phi ,\eta ^(\prime )})$$ Λ b → Λ ( ϕ , η ( ′ ) ) and $$\Lambda _b\rightarrow \Lambda K^+K^-$$ Λ b → Λ K + K - decays

Study of $$\Lambda _b\rightarrow \Lambda (\phi ,\eta ^(\prime )})$$ Λ b → Λ ( ϕ , η ( ′ ) ) and $$\Lambda _b\rightarrow \Lambda K^+K^-$$ Λ b → Λ K + K - decays

Study of $$B^-\rightarrow \Lambda \barp}\eta ^{(')}$$ B-→Λp¯η(′) and $$\bar{B}^0_s\rightarrow \Lambda \bar{\Lambda }\eta ^{(')}$$ B¯s0→ΛΛ¯η(′) decays

Study of $$B^-\rightarrow \Lambda \barp}\eta ^{(')}$$ B-→Λp¯η(′) and $$\bar{B}^0_s\rightarrow \Lambda \bar{\Lambda }\eta ^{(')}$$ B¯s0→ΛΛ¯η(′) decays

Observation of ${\varLambda } ^0_b}} \!\rightarrow {\varLambda } ^+_c}} \hspace{1.79993pt}\overline{\hspace{-1.79993pt}D}} }^{(*)0}{{K} ^-} $ and ${\varLambda } ^0_b}} \!\rightarrow {\varLambda } ^+_c}} {D} ^{*-}_{s}} $ decays

Observation of ${\varLambda } ^0_b}} \!\rightarrow {\varLambda } ^+_c}} \hspace{1.79993pt}\overline{\hspace{-1.79993pt}D}} }^{(*)0}{{K} ^-} $ and ${\varLambda } ^0_b}} \!\rightarrow {\varLambda } ^+_c}} {D} ^{*-}_{s}} $ decays

Observation of ${\varLambda } ^0_b}} \!\rightarrow {\varLambda } ^+_c}} \hspace{1.79993pt}\overline{\hspace{-1.79993pt}D}} }^{(*)0}{{K} ^-} $ and ${\varLambda } ^0_b}} \!\rightarrow {\varLambda } ^+_c}} {D} ^{*-}_{s}} $ decays

Observation of ${\varLambda } ^0_b}} \!\rightarrow {\varLambda } ^+_c}} \hspace{1.79993pt}\overline{\hspace{-1.79993pt}D}} }^{(*)0}{{K} ^-} $ and ${\varLambda } ^0_b}} \!\rightarrow {\varLambda } ^+_c}} {D} ^{*-}_{s}} $ decays

Lepton flavor violating $$\Lambda _b\rightarrow \Lambda \ell _1\ell _2$$ Λb→Λℓ1ℓ2 decay

Lepton flavor violating $$\Lambda _b\rightarrow \Lambda \ell _1\ell _2$$ Λb→Λℓ1ℓ2 decay

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