The Hubble Constant

Jeremy Mould, PASA, 17 (1), 45.

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Constraints on Decelerating Cosmologies

In a steadily decelerating Universe which is matter dominated but open with a density ratio to the critical density $\Omega~>$ 0.26, H0t0 < 1 (Peacock 1999). A Universe which is accelerating now, and has $\Omega~>$ 0.26 and a vacuum energy density ratio $\Omega_V~\ge$ 0.74, has H0t0 $\ge$ 1 (Carroll, Press & Turner 1992). The uncertainty in the product of equations 1 & 2 can be calculated from the normally distributed errors in H0 and t0. Figure 1 shows the probability distribution for H0t0 for two assumptions: tf = 0 and 1 Gyr.

Figure 1: Probability distribution of the product of H0 and t0 with their associated uncertainties. Above: with tf = 0. Below: with tf = 1 Gyr.
\begin{figure} \begin{center} \psfig{file=control.ps,height=15cm} \end{center} \end{figure}


Next Section: Sharpening the constraint
Title/Abstract Page: The Hubble Constant
Previous Section: The age of the
Contents Page: Volume 17, Number 1

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