Evidence
Same model and position · retrieved passages supplied · first output
can be extended to any matter tracer, such as neutral hydrogen or subhaloes, once its occupation of host haloes is specified.
Passages supplied to the Evidence version
Card 1 · Testing the Warm Dark Matter paradigm with large-scale structures
In § III we developed the halo model of large-scale structure. We extended the model by including two components of clustered mass in the Universe. That which is in collapsed dark matter haloes and that which is in the form of smooth uncollapsed mass. This extended model requires that we understand…
Read full passage excerpt
In § III we developed the halo model of large-scale structure. We extended the model by including two components of clustered mass in the Universe. That which is in collapsed dark matter haloes and that which is in the form of smooth uncollapsed mass. This extended model requires that we understand three correlation functions: the halo-halo, smooth-halo and smooth-smooth correlation functions. The halo-halo clustering can be calculated as in the standard halo model.
Card 2 · Halo model description of the non-linear dark matter power spectrum at k≫ 1 Mpc−1
Accurate knowledge of the non-linear dark-matter power spectrum is important for understanding the large-scale structure of the Universe, the statistics of dark-matter haloes and their evolution, and cosmological gravitational lensing. We analytically model the dark-matter power spectrum and its cro…
Read full passage excerpt
Accurate knowledge of the non-linear dark-matter power spectrum is important for understanding the large-scale structure of the Universe, the statistics of dark-matter haloes and their evolution, and cosmological gravitational lensing. We analytically model the dark-matter power spectrum and its cross-power spectrum with dark-matter haloes. Our model extends the halo-model formalism, including realistic substructure population within individual dark-matter haloes and the scatter of the concentration parameter at fixed halo mass. We consider three prescriptions for the mass-concentration relation and two for the substructure distribution in dark-matter haloes. We show that this extension of the halo model mainly increases the predicted power on the small scales, and is crucial for proper modeling the cosmological weak-lensing signal due to low-mass haloes. Our extended formalism shows how the halo model approach can be improved in accuracy as one increases the number of ingredients that …
Card 3 · Halo model and halo properties in Galileon gravity cosmologies
We investigate the performance of semi-analytical modelling of large-scale structure in Galileon gravity cosmologies using results from N-body simulations. We focus on the Cubic and Quartic Galileon models that provide a reasonable fit to CMB, SNIa and BAO data. We demonstrate that the Sheth-Tormen…
Read full passage excerpt
We investigate the performance of semi-analytical modelling of large-scale structure in Galileon gravity cosmologies using results from N-body simulations. We focus on the Cubic and Quartic Galileon models that provide a reasonable fit to CMB, SNIa and BAO data. We demonstrate that the Sheth-Tormen mass function and linear halo bias can be calibrated to provide a very good fit to our simulation results. We also find that the halo concentration-mass relation is well fitted by a power law. The nonlinear matter power spectrum computed in the halo model approach is found to be inaccurate in the mildly nonlinear regime, but captures reasonably well the effects of the Vainshtein screening mechanism on small scales. In the Cubic model, the screening mechanism hides essentially all of the effects of the fifth force inside haloes. In the case of the Quartic model, the screening mechanism leaves behind residual modifications to gravity, which make the effective gravitational strength time-varyin …
Card 4 · Nonlinear power spectra of dark and luminous matter in the halo model of structure formation
The late stages of large-scale structure evolution are treated semianalytically within the framework of the modified halo model. We suggest a simple yet accurate approximation for relating the nonlinear amplitude to the linear one for spherical density perturbation. For halo concentration parameter…
Read full passage excerpt
The late stages of large-scale structure evolution are treated semianalytically within the framework of the modified halo model. We suggest a simple yet accurate approximation for relating the nonlinear amplitude to the linear one for spherical density perturbation. For halo concentration parameter $c$, a new computation technique is proposed, which eliminates the need for interim evaluation of the ${z}_{\mathrm{col}}$. The validity of the technique is proved for $\ensuremath{\Lambda}\mathrm{CDM}$ and $\ensuremath{\Lambda}\mathrm{WDM}$ cosmologies. Also, the parameters for the Sheth-Tormen mass function are estimated. The modified and extended halo model is applied for determination of the nonlinear power spectrum of dark matter, as well as for a galaxy power spectrum estimation. The semianalytical techniques for the dark matter power spectrum are verified by comparison with data from numerical simulations. Also, the predictions for the galaxy power spectra are confronted with ''observ …
Card 5 · Substructure and the halo model of large-scale structure
We develop the formalism to include substructure in the halo model of clustering. Real haloes are not likely to be perfectly smooth, but have substructure which has, to date, been neglected in the halo model – our formalism allows one to estimate the effects of this substructure on measures of clust…
Read full passage excerpt
We develop the formalism to include substructure in the halo model of clustering. Real haloes are not likely to be perfectly smooth, but have substructure which has, to date, been neglected in the halo model – our formalism allows one to estimate the effects of this substructure on measures of clustering. We derive expressions for the two-point correlation function, the power-spectrum, the cross-correlation between galaxies and mass, as well as higher order clustering measures. Simple forms of the formulae are obtained for the limit in which the size of the substructure and the mass fraction in it is small. Inclusion of substructure allows for a more accurate analysis of the statistical effects of gravitational lensing. It may also bring the halo model predictions into better agreement with the small-scale structure seen in recent high-resolution simulations of hierarchical clustering.
Model-reported card use
The model did not report that any card materially affected this completion.