7,544 research outputs found

    Alternative [SU(3)]4[SU(3)]^4 Model of Leptonic Color and Dark Matter

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    The alternative [SU(3)]4[SU(3)]^4 model of leptonic color and dark matter is discussed. It unifies at MU1014M_U \sim 10^{14} GeV and has the low-energy subgroup SU(3)q×SU(2)l×SU(2)L×SU(2)R×U(1)XSU(3)_q \times SU(2)_l \times SU(2)_L \times SU(2)_R \times U(1)_X with (u,h)R(u,h)_R instead of (u,d)R(u,d)_R as doublets under SU(2)RSU(2)_R. It has the built-in global U(1)U(1) dark symmetry which is generalized BLB-L. In analogy to SU(3)qSU(3)_q quark triplets, it has SU(2)lSU(2)_l hemion doublets which have half-integral charges and are confined by SU(2)lSU(2)_l gauge bosons (stickons). In analogy to quarkonia, their vector bound states (hemionia) are uniquely suited for exploration at a future ee+e^-e^+ collider.Comment: 23 pages, 2 figures, 2 tables. arXiv admin note: text overlap with arXiv:1701.0704

    Joint Tensor Factorization and Outlying Slab Suppression with Applications

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    We consider factoring low-rank tensors in the presence of outlying slabs. This problem is important in practice, because data collected in many real-world applications, such as speech, fluorescence, and some social network data, fit this paradigm. Prior work tackles this problem by iteratively selecting a fixed number of slabs and fitting, a procedure which may not converge. We formulate this problem from a group-sparsity promoting point of view, and propose an alternating optimization framework to handle the corresponding p\ell_p (0<p10<p\leq 1) minimization-based low-rank tensor factorization problem. The proposed algorithm features a similar per-iteration complexity as the plain trilinear alternating least squares (TALS) algorithm. Convergence of the proposed algorithm is also easy to analyze under the framework of alternating optimization and its variants. In addition, regularization and constraints can be easily incorporated to make use of \emph{a priori} information on the latent loading factors. Simulations and real data experiments on blind speech separation, fluorescence data analysis, and social network mining are used to showcase the effectiveness of the proposed algorithm

    Dark Revelations of the [SU(3)]3[SU(3)]^3 and [SU(3)]4[SU(3)]^4 Gauge Extensions of the Standard Model

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    Two theoretically well-motivated gauge extensions of the standard model are SU(3)C×SU(3)L×SU(3)RSU(3)_C \times SU(3)_L \times SU(3)_R and SU(3)q×SU(3)L×SU(3)l×SU(3)RSU(3)_q \times SU(3)_L \times SU(3)_l \times SU(3)_R, where SU(3)qSU(3)_q is the same as SU(3)CSU(3)_C and SU(3)lSU(3)_l is its color leptonic counterpart. Each as three variations, according to how SU(3)RSU(3)_R is broken. It is shown here for the first time that a built-in dark U(1)DU(1)_D gauge symmetry exists in all six versions, and may be broken to discrete Z2Z_2 dark parity. The available dark matter candidates in each case include fermions, scalars, as well as {\it vector gauge bosons}. This work points to the unity of matter with dark matter, the origin of which is not {\it ad hoc}.Comment: 12 pages, no figur

    The MASSIVE Survey - III. Molecular gas and a broken Tully-Fisher relation in the most massive early-type galaxies

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    In this work we present CO(1-0) and CO(2-1) observations of a pilot sample of 15 early-type galaxies (ETGs) drawn from the MASSIVE galaxy survey, a volume-limited integral-field spectroscopic study of the most massive ETGs (M>1011.5MM_* >10^{11.5}M_\odot) within 108 Mpc. These objects were selected because they showed signs of an interstellar medium and/or star formation. A large amount of gas (>>2×\times108^8 M_{\odot}) is present in 10 out of 15 objects, and these galaxies have gas fractions higher than expected based on extrapolation from lower mass samples. We tentatively interpret this as evidence that stellar mass loss and hot halo cooling may be starting to play a role in fuelling the most massive galaxies. These MASSIVE ETGs seem to have lower star-formation efficiencies (SFE=SFR/MH2_{\rm H2}) than spiral galaxies, but the SFEs derived are consistent with being drawn from the same distribution found in other lower mass ETG samples. This suggests that the SFE is not simply a function of stellar mass, but that local, internal processes are more important for regulating star formation. Finally we used the CO line profiles to investigate the high-mass end of the Tully-Fisher relation (TFR). We find that there is a break in the slope of the TFR for ETGs at high masses (consistent with previous studies). The strength of this break correlates with the stellar velocity dispersion of the host galaxies, suggesting it is caused by additional baryonic mass being present in the centre of massive ETGs. We speculate on the root cause of this change and its implications for galaxy formation theories.Comment: 13 pages, 7 figures, accepted by MNRA

    The Effect of Spatial Gradients in Stellar Mass-to-Light Ratio on Black Hole Mass Measurements

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    We have tested the effect of spatial gradients in stellar mass-to-light ratio (Y) on measurements of black hole masses (MBH) derived from stellar orbit superposition models. Such models construct a static gravitational potential for a galaxy and its central black hole, but typically assume spatially uniform Y. We have modeled three giant elliptical galaxies with gradients alpha = d(log Y)/d(log r) from -0.2 to +0.1. Color and line strength gradients suggest mildly negative alpha in these galaxies. Introducing a negative (positive) gradient in Y increases (decreases) the enclosed stellar mass near the center of the galaxy and leads to systematically smaller (larger) MBH measurements. For models with alpha = -0.2, the best-fit values of MBH are 28%, 27%, and 17% lower than the constant-Y case, in NGC 3842, NGC 6086, and NGC 7768, respectively. For alpha = +0.1, MBH are 14%, 22%, and 17% higher than the constant-Y case for the three respective galaxies. For NGC 3842 and NGC 6086, this bias is comparable to the statistical errors from individual modeling trials. At larger radii, negative (positive) gradients in Y cause the total stellar mass to decrease (increase) and the dark matter fraction within one effective radius to increase (decrease).Comment: 6 pages, 4 figures, 1 table. To appear in ApJ
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