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point decrease » point increase (Expand Search)
nn decrease » a decrease (Expand Search), mean decrease (Expand Search), gy decreased (Expand Search)
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3d point » end point (Expand Search), _ point (Expand Search), 5 point (Expand Search)
point decrease » point increase (Expand Search)
nn decrease » a decrease (Expand Search), mean decrease (Expand Search), gy decreased (Expand Search)
em decrease » a decrease (Expand Search), we decrease (Expand Search), mean decrease (Expand Search)
_ decrease » _ decreased (Expand Search)
3d point » end point (Expand Search), _ point (Expand Search), 5 point (Expand Search)
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Gap Δ versus <em>U</em> at <em>T</em> = 0 for different values of the interpolating parameter <em>a</em> and at half-filling (<em>n</em> = 1)
Published 2013“…The reason for such a choice is that the π-flux cubic lattice displays Dirac points and that decreasing the hopping coefficient in a spatial direction (say, <em>t<sub>z</sub></em>), these Dirac points are unaltered: it is then possible to study the 3D–2D interpolation towards the π-flux square lattice. …”
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2
Critical value <em>U<sub>c</sub></em> versus the interpolating parameter <em>a</em> at <em>T</em> = 0 and half-filling (as in figure 5)
Published 2013“…The reason for such a choice is that the π-flux cubic lattice displays Dirac points and that decreasing the hopping coefficient in a spatial direction (say, <em>t<sub>z</sub></em>), these Dirac points are unaltered: it is then possible to study the 3D–2D interpolation towards the π-flux square lattice. …”
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Critical temperature <em>T<sub>c</sub></em> (in units of <em>t</em>) for different values of the interpolating parameter <em>a</em> at half-filling (from top to bottom, <em>a</em>...
Published 2013“…The reason for such a choice is that the π-flux cubic lattice displays Dirac points and that decreasing the hopping coefficient in a spatial direction (say, <em>t<sub>z</sub></em>), these Dirac points are unaltered: it is then possible to study the 3D–2D interpolation towards the π-flux square lattice. …”
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Unique Biofilm Signature, Drug Susceptibility and Decreased Virulence in <em>Drosophila</em> through the <em>Pseudomonas aeruginosa</em> Two-Component System PprAB
Published 2012“…Here we decipher the regulon of the <em>P. aeruginosa</em> response regulator PprB of the TCS PprAB. …”
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8
Rac1 activity rapidly decreases upon cell-cell adhesion in 3-D cell aggregates.
Published 2011“…<p>Contact naïve MDCK GII cells were trypsinized, resuspended in low calcium media, and spun down to form 3-D cell aggregates. Cell-cell adhesion was induced by incubating cells in normal calcium media and cell lysates for each time point were incubated with GST-PAK and separated by SDS-PAGE followed by immunoblotting for Rac1 and GAPDH. …”
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9
Rac1 activity decreases in the presence of DECMA-1 and E-cadherin:Fc in 3-D cell aggregates.
Published 2011“…Blocking E-cadherin or addition of exogenous E-cadherin:Fc decreased Rac1 activity levels. Fc protein did not affect Rac1 active levels. …”
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10
Critical interaction <em>U<sub>c</sub></em> for different values of the anisotropy parameter <em>a</em> for the π-flux cubic lattice model at half-filling
Published 2013“…The reason for such a choice is that the π-flux cubic lattice displays Dirac points and that decreasing the hopping coefficient in a spatial direction (say, <em>t<sub>z</sub></em>), these Dirac points are unaltered: it is then possible to study the 3D–2D interpolation towards the π-flux square lattice. …”
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11
Gap Δ versus <em>U</em> for different values of the anisotropy parameter <em>a</em> for the π-flux cubic lattice model at half-filling (from top to bottom, <em>a</em> = 0, 0.05, 0....
Published 2013“…The reason for such a choice is that the π-flux cubic lattice displays Dirac points and that decreasing the hopping coefficient in a spatial direction (say, <em>t<sub>z</sub></em>), these Dirac points are unaltered: it is then possible to study the 3D–2D interpolation towards the π-flux square lattice. …”
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12
Critical temperature <em>T<sub>c</sub></em> for different values of the anisotropy parameter <em>a</em> for the π-flux cubic lattice model at half-filling (from top to bottom, <em>...
Published 2013“…The reason for such a choice is that the π-flux cubic lattice displays Dirac points and that decreasing the hopping coefficient in a spatial direction (say, <em>t<sub>z</sub></em>), these Dirac points are unaltered: it is then possible to study the 3D–2D interpolation towards the π-flux square lattice. …”
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13
Density of states for the Hamiltonian on the π-flux cubic lattice model for different values of the anisotropy parameter <em>a</em> (from top to bottom, <em>a</em> = 0, 0.5, 1)
Published 2013“…The reason for such a choice is that the π-flux cubic lattice displays Dirac points and that decreasing the hopping coefficient in a spatial direction (say, <em>t<sub>z</sub></em>), these Dirac points are unaltered: it is then possible to study the 3D–2D interpolation towards the π-flux square lattice. …”
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14
The SNP (rs2230500) in <em>PRKCH</em> Decreases the Risk of Carotid Intima-Media Thickness in a Chinese Young Adult Population
Published 2012“…</p> <h3>Conclusions/Significance</h3><p>Our data provide evidence that the SNP (rs2230500) in <em>PRKCH</em> decreases the risk of CIMT that is a worthwhile predictor of stroke and complement system possibly mediates this process.…”
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15
Dispersion relation for the Hamiltonian hat{mathcal {H}}_0 of the π-flux cubic lattice model for different values of the parameter <em>a</em> (from top to bottom, <em>a</em> = 0, 0...
Published 2013“…The reason for such a choice is that the π-flux cubic lattice displays Dirac points and that decreasing the hopping coefficient in a spatial direction (say, <em>t<sub>z</sub></em>), these Dirac points are unaltered: it is then possible to study the 3D–2D interpolation towards the π-flux square lattice. …”
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16
Layered π-flux cubic lattice model—different phases of the hopping amplitudes are represented with different colours: 0 mod(2π) (black bonds along the <em>x</em>-direction and bond...
Published 2013“…The reason for such a choice is that the π-flux cubic lattice displays Dirac points and that decreasing the hopping coefficient in a spatial direction (say, <em>t<sub>z</sub></em>), these Dirac points are unaltered: it is then possible to study the 3D–2D interpolation towards the π-flux square lattice. …”
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The mean <i>z</i>-coordinate error decreasing percentages (%) of SSI-RIK compared to EM-SFM, CSF and RIK, when the sequence sizes vary from 15 to 50 with an equal interval 5.
Published 2015“…<p>The mean <i>z</i>-coordinate error decreasing percentages (%) of SSI-RIK compared to EM-SFM, CSF and RIK, when the sequence sizes vary from 15 to 50 with an equal interval 5.…”
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19
The Dose–Response Decrease in Heart Rate Variability: Any Association with the Metabolites of Polycyclic Aromatic Hydrocarbons in Coke Oven Workers?
Published 2012“…After adjustment for potential confounders, elevation per interquartile range (IQR) (1.81 µg/mmol creatinine) of urinary 2-hydroxynaphthalene was associated with a 5.46% (95% CI, 2.50–8.32) decrease in standard deviation of NN intervals (SDNN). …”
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Data from: Density of predating Asian hornets at hives disturbs the 3D flight performance of honey bees and decreases predation success
Published 2023“…<p>This dataset result from field monitoring using an automated 3D image-based tracking system to study the behavioural interactions between the Western honey bee <em>Apis melifera</em> and its invasive predator the Asian hornet, <em>Vespa velutina nigrithorax,</em> in western France. …”