Citation: Rj. Scherrer et E. Gaztanaga, The real- and redshift-space density distribution functions for large-scale structure in the spherical collapse approximation, M NOT R AST, 328(1), 2001, pp. 257-265
Authors:
Barriga, J
Gaztanaga, E
Santos, MG
Sarkar, S
Citation: J. Barriga et al., On the APM power spectrum and the CMB anisotropy: evidence for a phase transition during inflation?, M NOT R AST, 324(4), 2001, pp. 977-987
Authors:
Gaztanaga, E
Romeo, A
Barriga, J
Elizalde, E
Citation: E. Gaztanaga et al., Processing and compression of noise-dominated data: application to the cosmic microwave background data on board the Planck satellite, M NOT R AST, 320(1), 2001, pp. 12-20
Citation: E. Gaztanaga et Ja. Lobo, Nonlinear gravitational growth of large-scale structures inside and outside standard cosmology, ASTROPHYS J, 548(1), 2001, pp. 47-59
Authors:
Gaztanaga, E
Barriga, J
Romeo, A
Fosalba, P
Elizalde, E
Citation: E. Gaztanaga et al., Data compression on board the PLANCK Satellite Low Frequency Instrument: optimal compression rate, ASTROPHYS L, 37(3-6), 2000, pp. 273-279
Citation: E. Gaztanaga et Gb. Dalton, On the CCD calibration of Zwicky galaxy magnitudes and the properties of nearby field galaxies, M NOT R AST, 312(2), 2000, pp. 417-428
Citation: E. Gaztanaga et al., Gravitational evolution of the large-scale probability density distribution: The edgeworth and gamma expansions, ASTROPHYS J, 539(2), 2000, pp. 522-531
Authors:
Romeo, A
Gaztanaga, E
Barriga, J
Elizalde, E
Citation: A. Romeo et al., Information content in uniformly discretized Gaussian noise: Optimal compression rates, INT J MOD C, 10(4), 1999, pp. 687-716
Citation: E. Gaztanaga et Rac. Croft, Predictions for the clustering properties of the Lyman-alpha forest - I. One-point statistics, M NOT R AST, 309(4), 1999, pp. 885-904
Citation: P. Fosalba et E. Gaztanaga, Cosmological perturbation theory and the spherical collapse model - I. Gaussian initial conditions, M NOT R AST, 301(2), 1998, pp. 503-523
Citation: E. Gaztanaga et P. Fosalba, Cosmological perturbation theory and the spherical collapse model - II. Non-Gaussian initial conditions, M NOT R AST, 301(2), 1998, pp. 524-534
Citation: P. Fosalba et E. Gaztanaga, Cosmological perturbation theory and the spherical collapse model - III. The velocity divergence field and the Omega dependence, M NOT R AST, 301(2), 1998, pp. 535-546