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1.
A Monte-Carlo Generator Photon Jets(MCGPJ)to simulate Bhabha scattering as well as produc-tion of two charged muons and two photons events is discussed.The theoretical precision of the cross sections with radiative corrections(RC)is estimated to be smaller than 0.2%.The Next Leading Order(NLO)radia-tive corrections proportional to α are treated exactly,whereas the all logarithmically enhanced contributions,related to photon jets emitted in the collinear region,are taken into account in frame of the Structure Function approach.Numerous tests of the MCGPJ as well as a detailed comparison with other MC generators are presented.  相似文献   
2.
V. L. Ivanov  R. R. Akhmetshin  A. N. Amirkhanov  A. V. Anisenkov  V. M. Aulchenko  V. S. Banzarov  N. S. Bashtovoy  D. E. Berkaev  A. V. Bragin  S. I. Eidelman  D. A. Epifanov  L. B. Epshteyn  A. L. Erofeev  G. V. Fedotovich  S. E. Gayazov  A. A. Grebenuk  D. N. Grigoriev  E. M. Gromov  F. V. Ignatov  S. V. Karpov  V. F. Kazanin  B. I. Khazin  I. A. Koop  O. A. Kovalenko  A. N. Kozyrev  E. A. Kozyrev  P. P. Krokovny  A. E. Kuzmenko  A. S. Kuzmin  I. B. Logashenko  P. A. Lukin  K. Yu. Mikhailov  V. S. Okhapkin  Yu. N. Pestov  E. A. Perevedentsev  A. S. Popov  G. P. Razuvaev  Yu. A. Rogovsky  A. L. Romanov  A. A. Ruban  N. M. Ryskulov  A. E. Ryzhenenkov  V. E. Shebalin  D. N. Shemyakin  B. A. Shwartz  D. B. Shwartz  A. L. Sibidanov  Yu. M. Shatunov  P. Yu. Shatunov  E. P. Solodov  V. M. Titov  A. A. Talyshev  A. I. Vorobiov  Yu. V. Yudin 《Physics of Atomic Nuclei》2016,79(2):251-259
We report preliminary results on the cross section of the process e+e? → φ(1020)η measured at 30 center-of-mass energy points in the range from 1.59 up to 2.0 GeV. Data analysis is based on the integrated luminosity of 22 pb?1 collected with the CMD-3 detector in 2011–2012. The obtained cross section agrees with the BaBar measurement and has better statistical accuracy.  相似文献   
3.
A higher precision measurement of the anomalous g value, a(mu)=(g-2)/2, for the positive muon has been made at the Brookhaven Alternating Gradient Synchrotron, based on data collected in the year 2000. The result a(mu(+))=11 659 204(7)(5)x10(-10) (0.7 ppm) is in good agreement with previous measurements and has an error about one-half that of the combined previous data. The present world average experimental value is a(mu)(expt)=11 659 203(8)x10(-10) (0.7 ppm).  相似文献   
4.
A Monte-Carlo Generator Photon Jets (MCGPJ) to simulate Bhabha scattering as well as production of two charged muons and two photons events is discussed. The theoretical precision of the cross sections with radiative corrections (RC) is estimated to be smaller than 0.2%. The Next Leading Order (NLO) radiative corrections proportional to α are treated exactly, whereas the all logarithmically enhanced contributions, related to photon jets emitted in the collinear region, are taken into account in frame of the Structure Function approach. Numerous tests of the MCGPJ as well as a detailed comparison with other MC generators are presented.  相似文献   
5.
The spin precession frequency of muons stored in the (g-2) storage ring has been analyzed for evidence of Lorentz and CPT violation. Two Lorentz and CPT violation signatures were searched for a nonzero delta omega a(=omega a mu+ - omega a mu-) and a sidereal variation of omega a mu+/-). No significant effect is found, and the following limits on the standard-model extension parameters are obtained: bZ = -(1.0+/-1.1) x 10(-23) GeV; (m mu dZ0 + HXY)=(1.8+/-6.0) x 10(-23) GeV; and the 95% confidence level limits b perpendicular mu+ <1.4 x 10(-24) GeV and b perpendicular mu- <2.6 x 10(-24) GeV.  相似文献   
6.
Recently, various cross sections of e+e- annihilation into hadrons were accurately measured in the energy range from 0.37 to 1.39 GeV with the CMD-2 detector at the VEPP-2M collider. In the π+π- channel a systematic uncertainty of 0.6% has been achieved. A Monte-Carlo Generator Photon Jets (MCGPJ) was developed to simulate events of Bhabha scattering as well as production of two charged pions, kaons and muons. Based on the formalism of structure functions, the leading logarithmic contributions related to the emission of photon jets in the collinear region are incorporated into the MC generator. Radiative corrections (RC) in the first order of α are accounted for exactly. The theoretical precision of the cross sections with RC is estimated to be better than 0.2%. Numerous tests of the program as well as a comparison with other MC generators and CMD-2 experimental data are presented.  相似文献   
7.
Monte-Carlo generator with photon jets radiation in collinear regions for the process e + e γγ is described in detail. Radiative corrections in the first order of α are treated exactly. Large leading logarithmic corrections coming from collinear regions are taken into account in all orders of α by applying the Structure Function approach. Theoretical precision of the cross section with radiative corrections is estimated to be 0.2%. This process is considered as an additional tool to measure luminosity in forthcoming experiments with the CMD-3 detector at the e + e collider VEPP-2000.  相似文献   
8.
Physics of Atomic Nuclei - A preliminary result of an analysis of the process $$e^{+}e^{-}\to K_{S}K^{\pm}\pi^{\mp}$$ whose cross section was measured in the range of center-of-mass collision...  相似文献   
9.
The ? → π+π?γγ and ? → π+π?η decays are sought in the experimental data obtained with the CMD-2 detector in the region of the ?-meson resonance. Upper limits ?(? → ππγγ)< 1.2 × 10?4 and ?(? → ππη) < 6.1 × 10?5 (both at a C.L. of 90%) are determined for the branching ratios of these decays.  相似文献   
10.
A precise measurement of the anomalous g value, a(mu) = (g-2)/2, for the positive muon has been made at the Brookhaven Alternating Gradient Synchrotron. The result a(mu+) = 11 659 202(14) (6) x 10(-10) (1.3 ppm) is in good agreement with previous measurements and has an error one third that of the combined previous data. The current theoretical value from the standard model is a(mu)(SM) = 11 659 159.6(6.7) x 10(-10) (0.57 ppm) and a(mu)(exp) - a(mu)(SM) = 43(16) x 10(-10) in which a(mu)(exp) is the world average experimental value.  相似文献   
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