607 research outputs found

    Leptonic ZZ decays in the littlest HiggsHiggs model with T-parity

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    The littlest HiggsHiggs model with T-parity (called the LHTLHT model) predicts the existence of the T-odd leptons, which can generate contributions to some leptonic processes at the one-loop level. We calculate their contributions to the leptonic ZZ decay processes Z→ll′ˉZ\to l\bar{l'}, Z→llˉZ\to l\bar{l}, and Z\rightarro \nu\bar{\nu}. We find that the T-odd leptons can give significant contributions to the branching ratios of these decay processes in most of the parameter space. The experimental measurement values might generate constraints on the free parameters of the LHTLHT model.Comment: 16 pages, 8 figures, minor corrections; final version published in Phys.Rev.

    The extended BLMSSM with a 125 GeV Higgs boson and dark matter

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    To extend the BLMSSM, we not only add exotic Higgs superfields (ΦNL,φNL)(\Phi_{NL},\varphi_{NL}) to make the exotic lepton heavy, but also introduce the superfields(YY,Y′Y^\prime) having couplings with lepton and exotic lepton at tree level. The obtained model is called as EBLMSSM, which has difference from BLMSSM especially for the exotic slepton(lepton) and exotic sneutrino(neutrino). We deduce the mass matrices and the needed couplings in this model. To confine the parameter space, the Higgs boson mass mh0m_{h^0} and the processes h0→γγh^0\rightarrow \gamma\gamma, h0→VV,V=(Z,W)h^0\rightarrow VV, V=(Z,W) are studied in the EBLMSSM. With the assumed parameter space, we obtain reasonable numerical results according to data on Higgs from ATLAS and CMS. As a cold dark mater candidate, the relic density for the lightest mass eigenstate of YY and Y′Y' mixing is also studied

    Top quark pair production at small transverse momentum in hadronic collisions

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    We investigate the transverse momentum resummation for top quark pair production at hadron colliders using the soft-collinear effective theory and the heavy-quark effective theory. We derive the factorization formula for ttˉt\bar{t} production at small pair transverse momentum, and show in detail the procedure for calculating the key ingredient of the factorization formula: the next-to-leading order soft functions. We compare our numerical results with experimental data and find that they are consistent within theoretical and experimental uncertainties. To verify the correctness of our resummation formula, we expand it to the next-to-leading order and the next-to-next-to-leading order, and compare those expressions with the exact fixed-order results numerically. Finally, using the results of transverse momentum resummation, we discuss the transverse-momentum-dependent forward-backward asymmetry at the Tevatron.Comment: 39 pages, 7 figures, 1 table; final version in PR
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