Steps toward the power spectrum of matter. II. The biasing correction with sigma_8 normalization
arXiv:astro-ph/9812248 · doi:10.1086/307385
Abstract
A new method to determine the bias parameter of galaxies relative to matter is suggested. The method is based on the assumption that gravity is the dominating force which determines the formation of the structure in the Universe. Due to gravitational instability the galaxy formation is a threshold process: in low-density environments galaxies do not form and matter remains in primordial form. We investigate the influence of the presence of void and clustered populations to the power spectrum of matter and galaxies. The power spectrum of galaxies is similar to the power spectrum of matter; the fraction of total matter in the clustered population determines the difference between amplitudes of fluctuations of matter and galaxies, i.e. the bias factor. To determine the fraction of matter in voids and clustered population we perform numerical simulations. The fraction of matter in galaxies at the present epoch is found using a calibration through the sigma_8 parameter.
arXiv commentLaTex (sty files added), 31 pages, 4 PostScript figures embedded, Astrophysical Journal (accepted)
References in corpus (23)
- How Filaments are Woven into the Cosmic Web
- Using the Evolution of Clusters to Constrain Omega
- Where are the Baryons?
- Cosmological Simulations with TreeSPH
- Galaxy Cluster Virial Masses and Omega
- The Four-Year COBE Normalization and Large-Scale Structure
- The Most Massive Distant Clusters: Determining Omega and sigma_8
- The Cluster Abundance in Flat and Open Cosmologies
- Constraining Omega with Cluster Evolution
- Measuring Omega_0 using cluster evolution
- Southern Sky Redshift Survey: Clustering of Local Galaxies
- Redshift Evolution of Galaxy Cluster Densities
- The Dark Matter, Gas and Galaxy Distributions in Abell 2218: A Weak Gravitational Lensing and X-ray Analysis
- Normalizing the Temperature Function of Clusters of Galaxies
- Determining the Amplitude of Mass Fluctuations in the Universe
- Dark Matter and Baryon Fraction at the Virial Radius in Abell 2256
- Hierarchical Pancaking: Why the Zel'dovich Approximation Describes Coherent Large-Scale Structure in N-Body Simulations of Gravitational Clustering
- Constraining the Power Spectrum using Clusters
- Sizes, Shapes, and Correlations of Lyman Alpha Clouds and Their Evolution in the CDM Universe
- Steps toward the power spectrum of matter. I.The mean spectrum of galaxies
- Gaussian Peaks and Clusters of Galaxies
- Steps toward the power spectrum of matter. III. The primordial spectrum
- Velocity Bias in MS1224+20
Cited by in corpus (21)
- The Mass-To-Light Function: Antibias and Omega_m
- Voids in the LCRS versus CDM Models
- Luminous superclusters: remnants from inflation
- Superclusters of galaxies in the 2dF redshift survey. III. The properties of galaxies in superclusters
- Large Scale Structure
- Top-Down Fragmentation of a Warm Dark Matter Filament
- Toward Understanding Environmental Effects in SDSS Clusters
- Evolution of superclusters in the cosmic web
- Steps toward the power spectrum of matter. I.The mean spectrum of galaxies
- Optical and X-ray clusters as tracers of the supercluster-void network. III Distribution of Abell and APM clusters
- Optical and X-ray clusters as tracers of the supercluster-void network. II The spatial correlation function
- Cosmological constraints from the cluster contribution to the power spectrum of the soft X-ray background. New evidence for a low sigma_8
- Correlation function: biasing and fractal properties of the cosmic web
- The supercluster-void network V. Alternative evidence for its regularity
- Steps toward the power spectrum of matter. III. The primordial spectrum
- The biasing phenomenon
- Observational Matter Power Spectrum and the Height of the Second Acoustic Peak
- Evolution of matter and galaxy clustering in cosmological hydrodynamical simulations
- On the Number Density of Sunyaev-Zel'dovich Clusters of Galaxies
- The time evolution of bias
- A Chi-Squared Analysis of the Measurements of Two Cosmological Parameters Over Time