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Francesco Montanari authored
* cosmo.el (cosmo--trapzd, cosmo-qsimp): Check Simpson's rule for convergence and stop if the desired accuracy is reached. The previous algorithm did't perform any convergence check. At low redshift z~1 numerical integrals are now about one order of magnitude faster, at large redshift z~1 one order of magnitude slower (but it is guaranteed to reach the desired accuracy). * cosmo.el (cosmo, cosmo-int-prec, cosmo-int-maxsteps): Define customization group to allow users to set numerical integrals precision variable through the `customize' command. * README.org: Explain how to customize variables.
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