Dark-sector physics in the search for the rare decays $$K^+\rightarrow \pi ^+ \nu \bar{\nu }}$$ K+→π+νν¯ and $$K_L\rightarrow \pi ^0 \nu \bar{\nu }}$$ KL→π0νν¯

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

Bibliographic citation
Dark-sector physics in the search for the rare decays $$K^+\rightarrow \pi ^+ \nu \bar{\nu }}$$ K+→π+νν¯ and $$K_L\rightarrow \pi ^0 \nu \bar{\nu }}$$ KL→π0νν¯ ; volume:80 ; number:6 ; day:13 ; month:6 ; year:2020 ; pages:1-9 ; date:6.2020
The European physical journal / C. C, Particles and fields ; 80, Heft 6 (13.6.2020), 1-9, 6.2020

Creator
Fabbrichesi, Marco
Gabrielli, Emidio
Contributor
SpringerLink (Online service)

DOI
10.1140/epjc/s10052-020-8103-7
URN
urn:nbn:de:101:1-2020081121520310133721
Rights
Open Access; Der Zugriff auf das Objekt ist unbeschränkt möglich.
Last update
14.08.2025, 10:50 AM CEST

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Associated

  • Fabbrichesi, Marco
  • Gabrielli, Emidio
  • SpringerLink (Online service)

Other Objects (12)

Constraints on new physics from $$K \rightarrow \pi \nu \bar{\nu }}$$ K→πνν¯

Constraints on new physics from $$K \rightarrow \pi \nu \bar{\nu }}$$ K→πνν¯

Probing lepton-flavour universality with $$K\rightarrow \pi \nu \bar\nu }$$ K → π ν ν ¯ decays

Probing lepton-flavour universality with $$K\rightarrow \pi \nu \bar\nu }$$ K → π ν ν ¯ decays

The anatomy of $$K^+\rightarrow \pi ^+\nu \bar{\nu }}$$ K + → π + ν ν ¯ distributions

The anatomy of $$K^+\rightarrow \pi ^+\nu \bar{\nu }}$$ K + → π + ν ν ¯ distributions

Erratum to: Constraints on new physics from $$K \rightarrow \pi \nu \bar\nu }$$ K→πνν¯

Erratum to: Constraints on new physics from $$K \rightarrow \pi \nu \bar\nu }$$ K→πνν¯

Footprints of leptoquarks: from $$ R_K^{(*)}} $$ RK(∗) to $$ K \rightarrow \pi \nu \bar\nu }$$ K→πνν¯

Footprints of leptoquarks: from $$ R_K^{(*)}} $$ RK(∗) to $$ K \rightarrow \pi \nu \bar\nu }$$ K→πνν¯

Revisiting $$B\rightarrow K^(*)} \nu \bar{\nu }}$$ B → K ( ∗ ) ν ν ¯ decays in the Standard Model and beyond

Revisiting $$B\rightarrow K^(*)} \nu \bar{\nu }}$$ B → K ( ∗ ) ν ν ¯ decays in the Standard Model and beyond

Correlating $$B\rightarrow K^(*)} \nu \bar\nu }$$ B → K ( ∗ ) ν ν ¯ and flavor anomalies in SMEFT

Correlating $$B\rightarrow K^(*)} \nu \bar\nu }$$ B → K ( ∗ ) ν ν ¯ and flavor anomalies in SMEFT

The semileptonic $$\barB}\rightarrow D\ell \bar\nu }$$ B ¯ → D ℓ ν ¯ and $$\barB}_s \rightarrow D_s \ell \bar\nu }$$ B ¯ s → D s ℓ ν ¯ decays in Isgur–Wise approach

The semileptonic $$\barB}\rightarrow D\ell \bar\nu }$$ B ¯ → D ℓ ν ¯ and $$\barB}_s \rightarrow D_s \ell \bar\nu }$$ B ¯ s → D s ℓ ν ¯ decays in Isgur–Wise approach

Explaining the $$B^+\rightarrow K^+ \nu \bar\nu }$$ B + → K + ν ν ¯ excess via a massless dark photon

Explaining the $$B^+\rightarrow K^+ \nu \bar\nu }$$ B + → K + ν ν ¯ excess via a massless dark photon

Implications of $$B \rightarrow K \nu \bar{\nu }}$$ B → K ν ν ¯ under rank-one flavor violation hypothesis

Implications of $$B \rightarrow K \nu \bar{\nu }}$$ B → K ν ν ¯ under rank-one flavor violation hypothesis

Scalar leptoquark effects on $$B \rightarrow \mu \bar\nu }$$ B→μν¯ decay

Scalar leptoquark effects on $$B \rightarrow \mu \bar\nu }$$ B→μν¯ decay

The hadronic $$\tau $$ τ decay $$\tau ^-\rightarrow K_1^-\nu _\tau \rightarrow (K^-\omega ) \nu _\tau \rightarrow (K^- \pi ^+\pi ^-\pi ^0)\nu _\tau $$ τ - → K 1 - ν τ → ( K - ω ) ν τ → ( K - π + π - π 0 ) ν τ and the axial vector mixing angle

The hadronic $$\tau $$ τ decay $$\tau ^-\rightarrow K_1^-\nu _\tau \rightarrow (K^-\omega ) \nu _\tau \rightarrow (K^- \pi ^+\pi ^-\pi ^0)\nu _\tau $$ τ - → K 1 - ν τ → ( K - ω ) ν τ → ( K - π + π - π 0 ) ν τ and the axial vector mixing angle

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