$$\Lambda _b\rightarrow p$$ Λ b → p transition form factors in perturbative QCD

zu Verbundenen Objekten

Standort: Deutsche Nationalbibliothek Frankfurt am Main

ISSN: 1434-6052

Umfang: Online-Ressource

Sprache: Englisch

Anmerkungen: online resource.

Erschienen in: $$\Lambda _b\rightarrow p$$ Λ b → p transition form factors in perturbative QCD ; volume:82 ; number:8 ; day:6 ; month:8 ; year:2022 ; pages:1-26 ; date:8.2022
The European physical journal / C. C, Particles and fields ; 82, Heft 8 (6.8.2022), 1-26, 8.2022

Urheber: Han, Jia-Jie
Li, Ya
Li, Hsiang-nan
Shen, Yue-Long
Xiao, Zhen-Jun
Yu, Fu-Sheng

Beteiligte Personen und Organisationen: SpringerLink (Online service)

DOI: 10.1140/epjc/s10052-022-10642-0

URN: urn:nbn:de:101:1-2022121421125163292635

Rechteinformation: Open Access; Der Zugriff auf das Objekt ist unbeschränkt möglich.

Letzte Aktualisierung: 15.08.2025, 07:37 MESZ

Datenpartner

Dieses Objekt wird bereitgestellt von:
Deutsche Nationalbibliothek. Bei Fragen zum Objekt wenden Sie sich bitte an den Datenpartner.

Original beim Datenpartner anzeigen

Beteiligte

Han, Jia-Jie
Li, Ya
Li, Hsiang-nan
Shen, Yue-Long
Xiao, Zhen-Jun
Yu, Fu-Sheng
SpringerLink (Online service)

Ähnliche Objekte (12)

$Quasi-two-body decays $$B \rightarrow D K^*(892) \rightarrow D K \pi $$ B→DK∗(892)→DKπ in the perturbative QCD approach$

Quasi-two-body decays $$B \rightarrow D K^*(892) \rightarrow D K \pi $$ B→DK∗(892)→DKπ in the perturbative QCD approach

Nonlinear reliability of urban rail transit network connectivity based on computer aided design and topology

$Quasi-two-body decays $$B_(s)}\rightarrow K^*(892)h\rightarrow K\pi h$$ B(s)→K∗(892)h→Kπh in perturbative QCD approach$

Quasi-two-body decays $$B_(s)}\rightarrow K^*(892)h\rightarrow K\pi h$$ B(s)→K∗(892)h→Kπh in perturbative QCD approach

$Study of $$B_(s)} \rightarrow (\pi \pi )(K\pi )$$ B ( s ) → ( π π ) ( K π ) decays in the perturbative QCD approach$

Study of $$B_(s)} \rightarrow (\pi \pi )(K\pi )$$ B ( s ) → ( π π ) ( K π ) decays in the perturbative QCD approach

$Study of four-body decays $$B_(s)} \rightarrow (\pi \pi )(\pi \pi )$$ B ( s ) → ( π π ) ( π π ) in the perturbative QCD approach$

Study of four-body decays $$B_(s)} \rightarrow (\pi \pi )(\pi \pi )$$ B ( s ) → ( π π ) ( π π ) in the perturbative QCD approach

Four-body decays B (s) → (Kπ) S/P (Kπ) S/P in the perturbative QCD approach

$The S-wave resonance contributions to the three-body decays $$B^0_(s)}\rightarrow \eta _c f_0(X)\rightarrow \eta _c\pi ^+\pi ^-$$ B ( s ) 0 → η c f 0 ( X ) → η c π + π - in perturbative QCD approach$

The S-wave resonance contributions to the three-body decays $$B^0_(s)}\rightarrow \eta _c f_0(X)\rightarrow \eta _c\pi ^+\pi ^-$$ B ( s ) 0 → η c f 0 ( X ) → η c π + π - in perturbative QCD approach

$Branching ratios, CP asymmetries and polarizations of $$B\rightarrow \psi (2S) V$$ B → ψ ( 2 S ) V decays$

Branching ratios, CP asymmetries and polarizations of $$B\rightarrow \psi (2S) V$$ B → ψ ( 2 S ) V decays

Modified HS conjugate gradient method for solving generalized absolute value equations

Prisoner’s dilemma game model Based on historical strategy information

Extension of emission expectation maximization lookalike algorithms to Bayesian algorithms

Studies of the resonance components in the $$B_s$$ Bs decays into charmonia plus kaon pair

$Quasi-two-body decays $$B \rightarrow D K^*(892) \rightarrow D K \pi $$ B→DK∗(892)→DKπ in the perturbative QCD approach$

Quasi-two-body decays $$B \rightarrow D K^*(892) \rightarrow D K \pi $$ B→DK∗(892)→DKπ in the perturbative QCD approach

Nonlinear reliability of urban rail transit network connectivity based on computer aided design and topology

$Quasi-two-body decays $$B_(s)}\rightarrow K^*(892)h\rightarrow K\pi h$$ B(s)→K∗(892)h→Kπh in perturbative QCD approach$

Quasi-two-body decays $$B_(s)}\rightarrow K^*(892)h\rightarrow K\pi h$$ B(s)→K∗(892)h→Kπh in perturbative QCD approach

$Study of $$B_(s)} \rightarrow (\pi \pi )(K\pi )$$ B ( s ) → ( π π ) ( K π ) decays in the perturbative QCD approach$

Study of $$B_(s)} \rightarrow (\pi \pi )(K\pi )$$ B ( s ) → ( π π ) ( K π ) decays in the perturbative QCD approach

$Study of four-body decays $$B_(s)} \rightarrow (\pi \pi )(\pi \pi )$$ B ( s ) → ( π π ) ( π π ) in the perturbative QCD approach$

Study of four-body decays $$B_(s)} \rightarrow (\pi \pi )(\pi \pi )$$ B ( s ) → ( π π ) ( π π ) in the perturbative QCD approach

Four-body decays B (s) → (Kπ) S/P (Kπ) S/P in the perturbative QCD approach

The S-wave resonance contributions to the three-body decays $$B^0_(s)}\rightarrow \eta _c f_0(X)\rightarrow \eta _c\pi ^+\pi ^-$$ B ( s ) 0 → η c f 0 ( X ) → η c π + π - in perturbative QCD approach

$Branching ratios, CP asymmetries and polarizations of $$B\rightarrow \psi (2S) V$$ B → ψ ( 2 S ) V decays$

Branching ratios, CP asymmetries and polarizations of $$B\rightarrow \psi (2S) V$$ B → ψ ( 2 S ) V decays

Modified HS conjugate gradient method for solving generalized absolute value equations

Prisoner’s dilemma game model Based on historical strategy information

Extension of emission expectation maximization lookalike algorithms to Bayesian algorithms

Studies of the resonance components in the $$B_s$$ Bs decays into charmonia plus kaon pair

$Quasi-two-body decays $$B \rightarrow D K^*(892) \rightarrow D K \pi $$ B→DK∗(892)→DKπ in the perturbative QCD approach$

Quasi-two-body decays $$B \rightarrow D K^*(892) \rightarrow D K \pi $$ B→DK∗(892)→DKπ in the perturbative QCD approach

Nonlinear reliability of urban rail transit network connectivity based on computer aided design and topology

$Quasi-two-body decays $$B_(s)}\rightarrow K^*(892)h\rightarrow K\pi h$$ B(s)→K∗(892)h→Kπh in perturbative QCD approach$

Quasi-two-body decays $$B_(s)}\rightarrow K^*(892)h\rightarrow K\pi h$$ B(s)→K∗(892)h→Kπh in perturbative QCD approach

$Study of $$B_(s)} \rightarrow (\pi \pi )(K\pi )$$ B ( s ) → ( π π ) ( K π ) decays in the perturbative QCD approach$

Study of $$B_(s)} \rightarrow (\pi \pi )(K\pi )$$ B ( s ) → ( π π ) ( K π ) decays in the perturbative QCD approach

$Study of four-body decays $$B_(s)} \rightarrow (\pi \pi )(\pi \pi )$$ B ( s ) → ( π π ) ( π π ) in the perturbative QCD approach$

Study of four-body decays $$B_(s)} \rightarrow (\pi \pi )(\pi \pi )$$ B ( s ) → ( π π ) ( π π ) in the perturbative QCD approach

Four-body decays B (s) → (Kπ) S/P (Kπ) S/P in the perturbative QCD approach

The S-wave resonance contributions to the three-body decays $$B^0_(s)}\rightarrow \eta _c f_0(X)\rightarrow \eta _c\pi ^+\pi ^-$$ B ( s ) 0 → η c f 0 ( X ) → η c π + π - in perturbative QCD approach

$Branching ratios, CP asymmetries and polarizations of $$B\rightarrow \psi (2S) V$$ B → ψ ( 2 S ) V decays$

Branching ratios, CP asymmetries and polarizations of $$B\rightarrow \psi (2S) V$$ B → ψ ( 2 S ) V decays

Modified HS conjugate gradient method for solving generalized absolute value equations

Prisoner’s dilemma game model Based on historical strategy information

Extension of emission expectation maximization lookalike algorithms to Bayesian algorithms

Studies of the resonance components in the $$B_s$$ Bs decays into charmonia plus kaon pair

Informationen zur Registrierung von Kultur- und Wissenseinrichtungen finden Sie hier.

Felder mit * müssen ausgefüllt werden.

Benutzername*

Bitte geben Sie Ihren Benutzernamen ein

E-Mail*

Bitte geben Sie Ihre E-Mail ein

Bitte füllen Sie dieses Feld nicht aus

Vorname

Nachname

Passwort*

Bitte geben Sie Ihr Passwort ein

Passwort bestätigen*

Bitte geben Sie das gleiche Passwort ein

Ich habe die Nutzungsbedingungen und die Datenschutzerklärung zur Erhebung persönlicher Daten gelesen und stimme ihnen zu. *

Dieses Feld ist ein Pflichtfeld.

Ich möchte den Newsletter der Deutschen Digitalen Bibliothek abonnieren. Siehe Informationen zum Newsletter-Abonnement.

Benutzerkonto angelegt

Ihr „Meine DDB“-Konto wurde erfolgreich angelegt. Bevor Sie sich in Ihrem Konto anmelden können, müssen Sie auf den Bestätigungslink in der Nachricht klicken, die wir gerade an die von Ihnen angegebene E-Mail-Adresse geschickt haben

$$\Lambda _b\rightarrow p$$ Λ b → p transition form factors in perturbative QCD

Angaben zum Objekt

Verweise und Beziehungen

Beteiligte, Orts- und Zeitangaben

Weitere Informationen

Datenpartner

Beteiligte

Ähnliche Objekte (12)

Quasi-two-body decays $$B \rightarrow D K^*(892) \rightarrow D K \pi $$ B→DK∗(892)→DKπ in the perturbative QCD approach

Nonlinear reliability of urban rail transit network connectivity based on computer aided design and topology

Quasi-two-body decays $$B_(s)}\rightarrow K^*(892)h\rightarrow K\pi h$$ B(s)→K∗(892)h→Kπh in perturbative QCD approach

Study of $$B_(s)} \rightarrow (\pi \pi )(K\pi )$$ B ( s ) → ( π π ) ( K π ) decays in the perturbative QCD approach

Study of four-body decays $$B_(s)} \rightarrow (\pi \pi )(\pi \pi )$$ B ( s ) → ( π π ) ( π π ) in the perturbative QCD approach

Four-body decays B (s) → (Kπ) S/P (Kπ) S/P in the perturbative QCD approach

The S-wave resonance contributions to the three-body decays $$B^0_(s)}\rightarrow \eta _c f_0(X)\rightarrow \eta _c\pi ^+\pi ^-$$ B ( s ) 0 → η c f 0 ( X ) → η c π + π - in perturbative QCD approach

Branching ratios, CP asymmetries and polarizations of $$B\rightarrow \psi (2S) V$$ B → ψ ( 2 S ) V decays

Modified HS conjugate gradient method for solving generalized absolute value equations

Prisoner’s dilemma game model Based on historical strategy information

Extension of emission expectation maximization lookalike algorithms to Bayesian algorithms

Studies of the resonance components in the $$B_s$$ Bs decays into charmonia plus kaon pair

Quasi-two-body decays $$B \rightarrow D K^*(892) \rightarrow D K \pi $$ B→DK∗(892)→DKπ in the perturbative QCD approach

Nonlinear reliability of urban rail transit network connectivity based on computer aided design and topology

Quasi-two-body decays $$B_(s)}\rightarrow K^*(892)h\rightarrow K\pi h$$ B(s)→K∗(892)h→Kπh in perturbative QCD approach

Study of $$B_(s)} \rightarrow (\pi \pi )(K\pi )$$ B ( s ) → ( π π ) ( K π ) decays in the perturbative QCD approach

Study of four-body decays $$B_(s)} \rightarrow (\pi \pi )(\pi \pi )$$ B ( s ) → ( π π ) ( π π ) in the perturbative QCD approach

Four-body decays B (s) → (Kπ) S/P (Kπ) S/P in the perturbative QCD approach

The S-wave resonance contributions to the three-body decays $$B^0_(s)}\rightarrow \eta _c f_0(X)\rightarrow \eta _c\pi ^+\pi ^-$$ B ( s ) 0 → η c f 0 ( X ) → η c π + π - in perturbative QCD approach

Branching ratios, CP asymmetries and polarizations of $$B\rightarrow \psi (2S) V$$ B → ψ ( 2 S ) V decays

Modified HS conjugate gradient method for solving generalized absolute value equations

Prisoner’s dilemma game model Based on historical strategy information

Extension of emission expectation maximization lookalike algorithms to Bayesian algorithms

Studies of the resonance components in the $$B_s$$ Bs decays into charmonia plus kaon pair

Quasi-two-body decays $$B \rightarrow D K^*(892) \rightarrow D K \pi $$ B→DK∗(892)→DKπ in the perturbative QCD approach

Nonlinear reliability of urban rail transit network connectivity based on computer aided design and topology

Quasi-two-body decays $$B_(s)}\rightarrow K^*(892)h\rightarrow K\pi h$$ B(s)→K∗(892)h→Kπh in perturbative QCD approach

Study of $$B_(s)} \rightarrow (\pi \pi )(K\pi )$$ B ( s ) → ( π π ) ( K π ) decays in the perturbative QCD approach

Study of four-body decays $$B_(s)} \rightarrow (\pi \pi )(\pi \pi )$$ B ( s ) → ( π π ) ( π π ) in the perturbative QCD approach

Four-body decays B (s) → (Kπ) S/P (Kπ) S/P in the perturbative QCD approach

The S-wave resonance contributions to the three-body decays $$B^0_(s)}\rightarrow \eta _c f_0(X)\rightarrow \eta _c\pi ^+\pi ^-$$ B ( s ) 0 → η c f 0 ( X ) → η c π + π - in perturbative QCD approach

Branching ratios, CP asymmetries and polarizations of $$B\rightarrow \psi (2S) V$$ B → ψ ( 2 S ) V decays

Modified HS conjugate gradient method for solving generalized absolute value equations

Prisoner’s dilemma game model Based on historical strategy information

Extension of emission expectation maximization lookalike algorithms to Bayesian algorithms

Studies of the resonance components in the $$B_s$$ Bs decays into charmonia plus kaon pair

Verbundene Objekte

Passwort zurücksetzen