Phenomenology of Λ b → Λ c τ ν ¯ τ $$ \Lambda}_b\to \Lambda}_c\tau \overline{\nu}}_{\tau } $$ using lattice QCD calculations

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Location: Deutsche Nationalbibliothek Frankfurt am Main

ISSN: 1029-8479

Extent: Online-Ressource

Language: Englisch

Notes: online resource.

Bibliographic citation: Phenomenology of Λ b → Λ c τ ν ¯ τ $$ \Lambda}_b\to \Lambda}_c\tau \overline{\nu}}_{\tau } $$ using lattice QCD calculations ; volume:2017 ; number:8 ; day:29 ; month:8 ; year:2017 ; pages:1-39 ; date:8.2017
Journal of high energy physics ; 2017, Heft 8 (29.8.2017), 1-39, 8.2017

Classification: Physik

Creator: Datta, Alakabha

Contributor: Kamali, Saeed
Meinel, Stefan
Rashed, Ahmed
SpringerLink (Online service)

DOI: 10.1007/JHEP08(2017)131

URN: urn:nbn:de:1111-201712011015

Rights: Der Zugriff auf das Objekt ist unbeschränkt möglich.

Last update: 15.08.2025, 7:30 AM CEST

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Datta, Alakabha
Kamali, Saeed
Meinel, Stefan
Rashed, Ahmed
SpringerLink (Online service)

Other Objects (12)

$Λ b → Λ c τ ν ¯ τ $$ \varLambda}_b\to \varLambda}_c\tau \overline{\nu}}_{\tau } $$ decay in scalar and vector leptoquark scenarios$

Λ b → Λ c τ ν ¯ τ $$ \varLambda}_b\to \varLambda}_c\tau \overline{\nu}}_{\tau } $$ decay in scalar and vector leptoquark scenarios

$The measurable angular distribution of Λ b 0 → Λ c + → Λ 0 π + τ − → π − v τ v ¯ τ $$ \Lambda}_b^0\to \Lambda}_c^{+}\left(\to \Lambda}^0{\pi}^{+}\right){\tau}^{-}\left(\to \pi}^{-}{v}_{\tau}\right){\overline{v}}_{\tau } $$ decay$

The measurable angular distribution of Λ b 0 → Λ c + → Λ 0 π + τ − → π − v τ v ¯ τ $$ \Lambda}_b^0\to \Lambda}_c^{+}\left(\to \Lambda}^0{\pi}^{+}\right){\tau}^{-}\left(\to \pi}^{-}{v}_{\tau}\right){\overline{v}}_{\tau } $$ decay

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Vom 1λ5,3λ5-Diphosphacyclobutadien [Lambda-lambda-Diphosphacyclobutadien] zum 1λ5,3λ5,5λ3-Triphosphabenzol [Lambda-lambda-lambda-Triphosphabenzol]

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$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

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Lancia Lambda

$Λ b → Λ c τ ν ¯ τ $$ \varLambda}_b\to \varLambda}_c\tau \overline{\nu}}_{\tau } $$ decay in scalar and vector leptoquark scenarios$

Λ b → Λ c τ ν ¯ τ $$ \varLambda}_b\to \varLambda}_c\tau \overline{\nu}}_{\tau } $$ decay in scalar and vector leptoquark scenarios

The measurable angular distribution of Λ b 0 → Λ c + → Λ 0 π + τ − → π − v τ v ¯ τ $$ \Lambda}_b^0\to \Lambda}_c^{+}\left(\to \Lambda}^0{\pi}^{+}\right){\tau}^{-}\left(\to \pi}^{-}{v}_{\tau}\right){\overline{v}}_{\tau } $$ decay

Hochschulschrift

Vom 1λ5,3λ5-Diphosphacyclobutadien [Lambda-lambda-Diphosphacyclobutadien] zum 1λ5,3λ5,5λ3-Triphosphabenzol [Lambda-lambda-lambda-Triphosphabenzol]

Visuelle Materialien

Lambda

Periodikum

Lambda

Periodikum

Lambda

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{LAMBDA}

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[Lambda]

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

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Lancia Lambda

$Λ b → Λ c τ ν ¯ τ $$ \varLambda}_b\to \varLambda}_c\tau \overline{\nu}}_{\tau } $$ decay in scalar and vector leptoquark scenarios$

Λ b → Λ c τ ν ¯ τ $$ \varLambda}_b\to \varLambda}_c\tau \overline{\nu}}_{\tau } $$ decay in scalar and vector leptoquark scenarios

The measurable angular distribution of Λ b 0 → Λ c + → Λ 0 π + τ − → π − v τ v ¯ τ $$ \Lambda}_b^0\to \Lambda}_c^{+}\left(\to \Lambda}^0{\pi}^{+}\right){\tau}^{-}\left(\to \pi}^{-}{v}_{\tau}\right){\overline{v}}_{\tau } $$ decay

Hochschulschrift

Vom 1λ5,3λ5-Diphosphacyclobutadien [Lambda-lambda-Diphosphacyclobutadien] zum 1λ5,3λ5,5λ3-Triphosphabenzol [Lambda-lambda-lambda-Triphosphabenzol]

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Lambda

Periodikum

Lambda

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Lambda

Graffiti | Streetart

{LAMBDA}

Abschnitt

[Lambda]

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

Periodikum

LAMBDA-Nachrichten

Archivale

Lancia Lambda

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Phenomenology of Λ b → Λ c τ ν ¯ τ $$ \Lambda}_b\to \Lambda}_c\tau \overline{\nu}}_{\tau } $$ using lattice QCD calculations

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Other Objects (12)

Λ b → Λ c τ ν ¯ τ $$ \varLambda}_b\to \varLambda}_c\tau \overline{\nu}}_{\tau } $$ decay in scalar and vector leptoquark scenarios

The measurable angular distribution of Λ b 0 → Λ c + → Λ 0 π + τ − → π − v τ v ¯ τ $$ \Lambda}_b^0\to \Lambda}_c^{+}\left(\to \Lambda}^0{\pi}^{+}\right){\tau}^{-}\left(\to \pi}^{-}{v}_{\tau}\right){\overline{v}}_{\tau } $$ decay

Vom 1λ5,3λ5-Diphosphacyclobutadien [Lambda-lambda-Diphosphacyclobutadien] zum 1λ5,3λ5,5λ3-Triphosphabenzol [Lambda-lambda-lambda-Triphosphabenzol]

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{LAMBDA}

[Lambda]

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

LAMBDA-Nachrichten

Lancia Lambda

Λ b → Λ c τ ν ¯ τ $$ \varLambda}_b\to \varLambda}_c\tau \overline{\nu}}_{\tau } $$ decay in scalar and vector leptoquark scenarios

The measurable angular distribution of Λ b 0 → Λ c + → Λ 0 π + τ − → π − v τ v ¯ τ $$ \Lambda}_b^0\to \Lambda}_c^{+}\left(\to \Lambda}^0{\pi}^{+}\right){\tau}^{-}\left(\to \pi}^{-}{v}_{\tau}\right){\overline{v}}_{\tau } $$ decay

Vom 1λ5,3λ5-Diphosphacyclobutadien [Lambda-lambda-Diphosphacyclobutadien] zum 1λ5,3λ5,5λ3-Triphosphabenzol [Lambda-lambda-lambda-Triphosphabenzol]

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{LAMBDA}

[Lambda]

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

LAMBDA-Nachrichten

Lancia Lambda

Λ b → Λ c τ ν ¯ τ $$ \varLambda}_b\to \varLambda}_c\tau \overline{\nu}}_{\tau } $$ decay in scalar and vector leptoquark scenarios

The measurable angular distribution of Λ b 0 → Λ c + → Λ 0 π + τ − → π − v τ v ¯ τ $$ \Lambda}_b^0\to \Lambda}_c^{+}\left(\to \Lambda}^0{\pi}^{+}\right){\tau}^{-}\left(\to \pi}^{-}{v}_{\tau}\right){\overline{v}}_{\tau } $$ decay

Vom 1λ5,3λ5-Diphosphacyclobutadien [Lambda-lambda-Diphosphacyclobutadien] zum 1λ5,3λ5,5λ3-Triphosphabenzol [Lambda-lambda-lambda-Triphosphabenzol]

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Lambda

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{LAMBDA}

[Lambda]

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

LAMBDA-Nachrichten

Lancia Lambda

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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

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