We derive the exact third-order analytic solution of the matter density fluctuation in the proper-time hypersurface in a ΛCDM universe, accounting for the explicit time-dependence and clarifying the relation to the initial condition. Furthermore, we compare our analytic solution to the previous calculation in the comoving gauge, and to the standard Newtonian perturbation theory by providing Fourier kernels for the relativistic effects. Our results provide an essential ingredient for a complete description of galaxy bias in the relativistic context
The mass density distribution of Newtonian self-gravitating systems is studied analytically in the f...
AbstractUnder the standard perturbation theory (SPT), we obtain the fully consistent third-order den...
We study the large-scale structure of the Universe using the analytical technique of the consistency...
We derive the exact third-order analytic solution of the matter density fluctuation in the proper-ti...
We present the third-order analytic solution of the matter density fluctuation in the proper-time hy...
AbstractWe present the third-order analytic solution of the matter density fluctuation in the proper...
We compute the second-order density fluctuation in the proper-time hypersurface of nonrelativistic m...
On small scales, the universe is inhomogeneous. However, on scales many times greater than the avera...
We have investigated the matter density fluctuations, δM(a), in the running ΛCDM and ΛXCDM models. T...
We explore the possible cosmological consequences of a running Newton’s constant, G(⎕), as suggested...
We study the mass-density distribution of Newtonian self-gravitating systems. Modeling the system as...
Gravitational perturbations in the expanding universe are analyzed within the framework of Newtonian...
International audienceWe review the formalism and applications of non-linear perturbation theory (PT...
We analyze evolution of density perturbations in a flat or open universe filled in with matter, rela...
Schwarz D. ANALYTIC SOLUTIONS FOR COSMOLOGICAL PERTURBATIONS IN MULTIDIMENSIONAL SPACE-TIME. Interna...
The mass density distribution of Newtonian self-gravitating systems is studied analytically in the f...
AbstractUnder the standard perturbation theory (SPT), we obtain the fully consistent third-order den...
We study the large-scale structure of the Universe using the analytical technique of the consistency...
We derive the exact third-order analytic solution of the matter density fluctuation in the proper-ti...
We present the third-order analytic solution of the matter density fluctuation in the proper-time hy...
AbstractWe present the third-order analytic solution of the matter density fluctuation in the proper...
We compute the second-order density fluctuation in the proper-time hypersurface of nonrelativistic m...
On small scales, the universe is inhomogeneous. However, on scales many times greater than the avera...
We have investigated the matter density fluctuations, δM(a), in the running ΛCDM and ΛXCDM models. T...
We explore the possible cosmological consequences of a running Newton’s constant, G(⎕), as suggested...
We study the mass-density distribution of Newtonian self-gravitating systems. Modeling the system as...
Gravitational perturbations in the expanding universe are analyzed within the framework of Newtonian...
International audienceWe review the formalism and applications of non-linear perturbation theory (PT...
We analyze evolution of density perturbations in a flat or open universe filled in with matter, rela...
Schwarz D. ANALYTIC SOLUTIONS FOR COSMOLOGICAL PERTURBATIONS IN MULTIDIMENSIONAL SPACE-TIME. Interna...
The mass density distribution of Newtonian self-gravitating systems is studied analytically in the f...
AbstractUnder the standard perturbation theory (SPT), we obtain the fully consistent third-order den...
We study the large-scale structure of the Universe using the analytical technique of the consistency...