1,731,123 research outputs found

    The Role of Nitric Oxide in Lung Innate Immunity: Modulation of Surfactant Protein-A

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    Σ�γχ�ονη ιατ�ική της εντατικής θε�απείας = Update of intensive care medicin

    Properties of the "Entropy" H_λ(ξ) and the "Average Conditional Entropy" H_λ(ξ|η)

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    application/pdfIn [2], [3] and [6], the information of a random variable ξ with respect to another random variable η is defined as [numerical formula] which is a generalization of Shannon's definition of information. This quantity plays a fundamental role in information theory. The quantity I(ξ, ξ), which is called "the entropy of ξ", is often used. But, when ξ is a continuous random variable, I(ξ, ξ) becomes infinite, and so, sometimes, it is inconvenient to use I(ξ, ξ) as "the entropy of ξ". In [7], the author introduced a new quantity L(P_1, P_2, μ) and, using this, defined the entropy H(P_ξ;λ)=H_λ(ξ) of P_ξ with respect to λ. This definition of H_λ(ξ) is more general than that of "entropy" in [3] and serves as both Shannon's entropy and Wiener's one. The aims of this paper are (i) to define the "average conditional entropy" H_λ(ξ|η) (Section 3), (ii) to investigate various properties of H_λ(ξ) and H_λ(ξ|η) (Sections 4 and 5) and (iii) to consider the relations among H_λ(ξ), H_λ(ξ|η), I(ξ, η), etc, and to derive analogous formulas to usual ones

    Properties of the "Entropy" H_λ(ξ) and the "Average Conditional Entropy" H_λ(ξ|η)

    No full text
    application/pdfIn [2], [3] and [6], the information of a random variable ξ with respect to another random variable η is defined as [numerical formula] which is a generalization of Shannon's definition of information. This quantity plays a fundamental role in information theory. The quantity I(ξ, ξ), which is called "the entropy of ξ", is often used. But, when ξ is a continuous random variable, I(ξ, ξ) becomes infinite, and so, sometimes, it is inconvenient to use I(ξ, ξ) as "the entropy of ξ". In [7], the author introduced a new quantity L(P_1, P_2, μ) and, using this, defined the entropy H(P_ξ;λ)=H_λ(ξ) of P_ξ with respect to λ. This definition of H_λ(ξ) is more general than that of "entropy" in [3] and serves as both Shannon's entropy and Wiener's one. The aims of this paper are (i) to define the "average conditional entropy" H_λ(ξ|η) (Section 3), (ii) to investigate various properties of H_λ(ξ) and H_λ(ξ|η) (Sections 4 and 5) and (iii) to consider the relations among H_λ(ξ), H_λ(ξ|η), I(ξ, η), etc, and to derive analogous formulas to usual ones

    Search for the radiative Ξ−b → Ξ−γ decay

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    The first search for the rare radiative decay Ξ−b → Ξ−γ is performed using data collected by the LHCb experiment in proton-proton collisions at a center-of-mass energy of 13 TeV, corresponding to an integrated luminosity of 5.4 fb−1. The Ξ−b → Ξ−J/ψ channel is used as normalization. No Ξ−b → Ξ−γ signal is found and an upper limit of B(Ξ−b → Ξ−γ) < 1.3 × 10−4 at 95% confidence level is obtained

    Search for the radiative Ξ−b → Ξ−γ decay

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    The first search for the rare radiative decay Ξ−b → Ξ−γ is performed using data collected by the LHCb experiment in proton-proton collisions at a center-of-mass energy of 13 TeV, corresponding to an integrated luminosity of 5.4 fb−1. The Ξ−b → Ξ−J/ψ channel is used as normalization. No Ξ−b → Ξ−γ signal is found and an upper limit of B(Ξ−b → Ξ−γ) &lt; 1.3 × 10−4 at 95% confidence level is obtained

    Search for the radiative Ξ−b → Ξ−γ decay

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    Abstract The first search for the rare radiative decay Ξ b − Ξb {\Xi}_b^{-} → Ξ−γ is performed using data collected by the LHCb experiment in proton-proton collisions at a center-of-mass energy of 13 TeV, corresponding to an integrated luminosity of 5.4 fb−1. The Ξ b − Ξb {\Xi}_b^{-} → Ξ−J/ψ channel is used as normalization. No Ξ b − Ξb {\Xi}_b^{-} → Ξ−γ signal is found and an upper limit of B B \mathcal{B} ( Ξ b − Ξb {\Xi}_b^{-} → Ξ−γ) < 1.3 × 10−4 at 95% confidence level is obtained

    ξύν, σύν (Moer. ξ 2, Moer. ξ 3, Moer. ξ 4)

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    This article provides a philological and linguistic commentary on the prefixes ξύν and σύν discussed in the Atticist lexicon Moer. ξ 2, Moer. ξ 3, Moer. ξ 4

    Observation of Ξ- Hyperon transverse polarization in ψ (3686) → Ξ-Ξ¯

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    Using a sample of (448.1±2.9)×106 ψ(3686) decays collected with the BESIII detector at BEPCII, we report an observation of Ξ- transverse polarization with a significance of 7.3σ in the decay ψ(3686)→Ξ-Ξ¯+ (Ξ-→Λπ-, Ξ¯+→Λ¯π+, Λ→pπ-, Λ¯→p¯π+). The relative phase of the electric and magnetic form factors is determined to be Δφ=(0.667±0.111±0.058) rad. This is the first measurement of the relative phase for a ψ(3686) decay into a pair of Ξ-Ξ¯+ hyperons. The Ξ- decay parameters (αΞ-, φΞ-) and their conjugates (αΞ¯+, φΞ¯+), the angular-distribution parameter αψ, and the strong-phase difference δp-δs for Λπ- scattering are measured to be consistent with previous BESIII results

    Measurements of the Branching Fractions of the Semileptonic Decays Ξc_{c}0^{0} → Ξ^{-}+^{+}ν_{ℓ} and the Asymmetry Parameter of Ξc_{c}0^{0} → Ξ^{-}π+^{+}

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    Using data samples of 89.5 and 711fb1^{-1} recorded at energies of s\sqrt{s}=10.52 and 10.58 GeV, respectively, with the Belle detector at the KEKB e+^{+}e^{-} collider, we report measurements of branching fractions of semileptonic decays Ξc_{c}0^{0} → Ξ^{-}+^{+}ν_{ℓ}(ℓ=e or μ) and the CP-asymmetry parameter of Ξc_{c}0^{0} → Ξ^{-}π+^{+} decay. The branching fractions are measured to be B(Ξc_{c}0^{0} → Ξ^{-}e+^{+}νe_{e})= 1.31±0.04±0.07±0.38)% and B(Ξc_{c}0^{0} → Ξ^{-}μ+^{+}νμ_{μ} = (1.27±0.06±0.10±0.37)% , and the decay parameter αΞπ_{Ξπ} is measured to be 0.63±0.03±0.01 with much improved precision compared with the current world average. The corresponding ratio B(Ξc_{c}0^{0} → Ξ^{-}e+^{+}νe_{e}) /B(Ξc_{c}0^{0} → Ξ^{-}μ+^{+}νμ_{μ}) is 1.03±0.05±0.07, which is consistent with the expectation of lepton flavor universality. The first measured asymmetry parameter ACP_{CP}=(αΞπ+_{Ξ^{-}π^{+}}Ξ+π_{Ξ^{+}π^{-}})/(αΞπ+_{Ξ^{-}π^{+}}Ξ+π_{Ξ^{+}π^{-}}) = 0.024±0.052±0.014 is found to be consistent with zero. The first and the second uncertainties above are statistical and systematic, respectively, while the third ones arise due to the uncertainty of the Ξc_{c}0^{0} → Ξ^{-}π+^{+} branching fraction

    Measurement of the Cross Section for e+e−→Ξ−¯Ξ+ and Observation of an Excited Ξ Baryon

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    Using a total of 11.0  fb−1 of e+e− collision data with center-of-mass energies between 4.009 and 4.6 GeV and collected with the BESIII detector at BEPCII, we measure fifteen exclusive cross sections and effective form factors for the process e+e−→Ξ−¯Ξ+ by means of a single baryon-tag method. After performing a fit to the dressed cross section of e+e−→Ξ−¯Ξ+, no significant ψ(4230) or ψ(4260) resonance is observed in the Ξ−¯Ξ+ final states, and upper limits at the 90% confidence level on ΓeeB for the processes ψ(4230)/ψ(4260)→Ξ−¯Ξ+ are determined. In addition, an excited Ξ baryon at 1820  MeV/c2 is observed with a statistical significance of 6.2–6.5σ by including the systematic uncertainty, and the mass and width are measured to be M=(1825.5±4.7±4.7)  MeV/c2 and Γ=(17.0±15.0±7.9)  MeV, which confirms the existence of the JP=32− state Ξ(1820)
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