2,918 research outputs found

    Large angle Beamstrahlung as a beam-beam monitoring tool

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    A novel method to measure the beam-beam interaction in e+e- colliders is presented.Comment: 17 pages, four figures, to be published in Nuclear Instruments and Method

    Observation of B_s Production at the Y(5S) Resonance

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    Using the CLEO detector at the Cornell Electron Storage Ring, we have observed the B_s meson in e^+e^- annihilation at the Υ(5S) resonance. We find 14 candidates consistent with B_s decays into final states with a J/ψ or a D_s^((*)-). The probability that we have observed a background fluctuation is less than 8×10^(-10). We have established that at the energy of the Υ(5S) resonance B_s production proceeds predominantly through the creation of B_s^*B̅ _s^* pairs. We find σ(e^+e^-→B^s^*B̅ ^*)=[0.11_(-0.03)^(+0.04)(stat)±0.02(syst)]  nb, and set the following limits: σ(e^+e^-→B_sB̅ _s)/σ(e^+e^-→B_s^*B̅ _s^*)<0.16 and [σ(e^+e^-→B_sB̅ _s^*)+σ(e^+e^-→B_s*B̅ _s)]/σ(e^+e^-→B_s*B̅ _s^*)<0.16 (90% C.L.). The mass of the B_s^* meson is measured to be M_(B_s^*=[5.414±0.001(stat)±0.003(syst)]  GeV/c^2

    Edge-colorings of 4-regular graphs with the minimum number of palettes

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    A proper edge-coloring of a graph G is an assignment of colors to the edges of G such that adjacent edges receive distinct colors. A proper edge-coloring defines at each vertex the set of colors of its incident edges. Following the terminology introduced by Hor\u148\ue1k, Kalinowski, Meszka and Wo\u17aniak, we call such a set of colors the palette of the vertex. What is the minimum number of distinct palettes taken over all proper edge-colorings of G? A complete answer is known for complete graphs and cubic graphs. We study in some detail the problem for 4-regular graphs

    First Measurement of the Electromagnetic Form Factor of the Neutral Kaon at a Large Momentum Transfer and the Effect of SU(3)SU(3) Breaking

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    At large momentum transfers the photon interacts with the charges and spins of the constituent partons in a hadron. It is expected that the neutral kaon can acquire finite electromagnetic form factors because its wave function is affected by the order of magnitude difference between the mass of the strange quark and that of the down quark, or flavor SU(3)SU(3) breaking. We report on the first measurement of the form factor of neutral kaons at the large timelike momentum transfer of ∣Q2∣=17.4|Q^2|=17.4 GeV2^2 by measuring the cross section for e+e−→KSKLe^+e^-\to K_SK_L at s=4.17\sqrt{s}=4.17 GeV using CLEO-c data with an integrated luminosity of 586 pb−1^{-1}. We obtain FKSKL(17.4 GeV2)=5.3×10−3F_{K_SK_L}(17.4~\textrm{GeV}^2)=5.3\times10^{-3}, with a 90% C.L. interval of (2.9−8.2)×10−3(2.9-8.2)\times10^{-3}. This is nearly an order of magnitude smaller than FK+K−(17.4 GeV2)=(44±1)×10−3F_{K^+K^-}(17.4~\textrm{GeV}^2)=(44\pm1)\times10^{-3}, and indicates that the effect of SU(3)SU(3) breaking is small. In turn, this makes it unlikely that the recently observed strong violation of the pQCD prediction, Fπ+π−(∣Q2∣)/FK+K−(∣Q2∣)=fπ2/fK2F_{\pi^+\pi^-}(|Q^2|)/F_{K^+K^-}(|Q^2|)=f_\pi^2/f_K^2, which is based on the assumption of similar wave functions for the pions and kaons, can be attributed to SU(3)SU(3) breaking alone.Comment: 4 pages, 2 figures, accepted to PL
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