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 , then the overall variance of WIMP is given by Eq. 2.6: WIMP = (P2 − PIMP) + PI. Compare the effect of replacing M with WIMP in the variance equation for the ratio. The overall change in variance is then given by Eq. 2.7. Here: S(m) is the signal for the measurement m, σ(m) is the error (standard deviation) on m, and σ(m)2 is the variance for m. The corresponding figures for the ratio and for the ratio of ratios are in Eq. 2.8 and 2.9 respectively..  : The ratios of the variances of the two ratios are in Eq. 2.10. Also compare the effect of replacing M with WIMP in the equation for the variance of the ratio of ratios in Eq. 2.11. Here: S(m) is the signal for the measurement m, σ(m) is the error (standard deviation) on m, and σ(m)2 is the variance for m..  .  : Here: S(m) is the signal for the measurement m, σ(m) is the error (standard deviation) on m, and σ(m)2 is the variance for m..  .  :.  .  .  .  .  …. (P2 − PIMP) is proportional to Eq. 2.3…………………………………………………………………………………………………………………………………………………………………………………………………………………………………………………..
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