$$\varLambda $$ Λ and $$\varSigma $$ Σ Excitations and the Quark Model

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Location
Deutsche Nationalbibliothek Frankfurt am Main
ISSN
1434-601X
Extent
Online-Ressource
Language
Englisch
Notes
online resource.

Bibliographic citation
$$\varLambda $$ Λ and $$\varSigma $$ Σ Excitations and the Quark Model ; volume:56 ; number:10 ; day:13 ; month:10 ; year:2020 ; pages:1-15 ; date:10.2020
The European physical journal / A. A, Hadrons and nuclei ; 56, Heft 10 (13.10.2020), 1-15, 10.2020

Creator
Klempt, E.
Burkert, V.
Thoma, U.
Tiator, L.
Workman, R.
Contributor
SpringerLink (Online service)

DOI
10.1140/epja/s10050-020-00261-2
URN
urn:nbn:de:101:1-2020122720062819522545
Rights
Open Access; Der Zugriff auf das Objekt ist unbeschränkt möglich.
Last update
15.08.2025, 7:34 AM CEST

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Associated

  • Klempt, E.
  • Burkert, V.
  • Thoma, U.
  • Tiator, L.
  • Workman, R.
  • SpringerLink (Online service)

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Radiative corrections for the decay $$\varSigma ^0\rightarrow \varLambda e^+e^-$$ Σ0→Λe+e-

$$\varLambda \bar{\varLambda }}$$ Λ Λ ¯ final-state interaction in the reactions $$e^+e^- \rightarrow \phi \varLambda }{\bar{{\varLambda }}}$$ e + e - → ϕ Λ Λ ¯ and $$e^+e^- \rightarrow \eta {\varLambda }{\bar{{\varLambda }}}$$ e + e - → η Λ Λ ¯

$$\varLambda \bar{\varLambda }}$$ Λ Λ ¯ final-state interaction in the reactions $$e^+e^- \rightarrow \phi \varLambda }{\bar{{\varLambda }}}$$ e + e - → ϕ Λ Λ ¯ and $$e^+e^- \rightarrow \eta {\varLambda }{\bar{{\varLambda }}}$$ e + e - → η Λ Λ ¯

S-shell $$\varLambda \varLambda $$ Λ Λ hypernuclei based on chiral interactions

S-shell $$\varLambda \varLambda $$ Λ Λ hypernuclei based on chiral interactions

Molecular states from $$\varSigma ^(*)}_c{\bar{D}}^{(*)}-\varLambda _c\bar{D}}^{(*)}$$ Σc(∗)D¯(∗)-ΛcD¯(∗) interaction

Molecular states from $$\varSigma ^(*)}_c{\bar{D}}^{(*)}-\varLambda _c\bar{D}}^{(*)}$$ Σc(∗)D¯(∗)-ΛcD¯(∗) interaction

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

Hidden-bottom molecular states from $$\varSigma ^(*)}_bB^{(*)}-\varLambda _bB^(*)}$$ Σ b ( ∗ ) B ( ∗ ) - Λ b B ( ∗ ) interaction

Hidden-bottom molecular states from $$\varSigma ^(*)}_bB^{(*)}-\varLambda _bB^(*)}$$ Σ b ( ∗ ) B ( ∗ ) - Λ b B ( ∗ ) interaction

$$\varLambda (1405)$$ Λ ( 1405 ) mediated triangle singularity in the $$K^-d\rightarrow p\varSigma ^-$$ K - d → p Σ - reaction

$$\varLambda (1405)$$ Λ ( 1405 ) mediated triangle singularity in the $$K^-d\rightarrow p\varSigma ^-$$ K - d → p Σ - reaction

Possible assignments of highly excited $$\varLambda _c(2860)^+$$ Λ c ( 2860 ) + , $$\varLambda _c(2880)^+$$ Λ c ( 2880 ) + and $$\varLambda _c(2940)^+$$ Λ c ( 2940 ) +

Possible assignments of highly excited $$\varLambda _c(2860)^+$$ Λ c ( 2860 ) + , $$\varLambda _c(2880)^+$$ Λ c ( 2880 ) + and $$\varLambda _c(2940)^+$$ Λ c ( 2940 ) +

Strong decays of the $$\varXi (1620)^0$$ Ξ ( 1620 ) 0 as a $$\varLambda \bar{K}}$$ Λ K ¯ and $$\varSigma \bar{K}}$$ Σ K ¯ molecule

Strong decays of the $$\varXi (1620)^0$$ Ξ ( 1620 ) 0 as a $$\varLambda \bar{K}}$$ Λ K ¯ and $$\varSigma \bar{K}}$$ Σ K ¯ molecule

Observation of the $\varXi^-}_{b}\to J/\psi\varLambda K^-}$ decay

Observation of the $\varXi^-}_{b}\to J/\psi\varLambda K^-}$ decay

Observation of the $\varXi^-}_{b}\to J/\psi\varLambda K^-}$ decay

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