Table 2.

Results of error improvement from the 900 optimized mark functions shown in Fig. 3. We display the error ratio, |$r = \epsilon ^\Delta _{i}/{\epsilon _{i}}$| of the mean curves displayed in Fig. 3, with the various covariance approximations described in Section 2.3.3. The last two rows show the results obtained with the W16 parameterizations for parameters |$p=1$|⁠, |$\delta _s=0.5$| (Massara et al. 2024).

Mark type|$R\, [h^{-1}\, {\rm Mpc}]$||${r}(\sigma _8)$||${r}(\Omega _\mathrm{m})$|
51.32.7
Optimized, Gaussian Cov.101.44.1
301.44.5
52.04.5
Optimized, Combined Cov.102.14.6
302.03.5
W16, Gaussian Cov.301.44.5
W16, Combined Cov.301.72.8
Mark type|$R\, [h^{-1}\, {\rm Mpc}]$||${r}(\sigma _8)$||${r}(\Omega _\mathrm{m})$|
51.32.7
Optimized, Gaussian Cov.101.44.1
301.44.5
52.04.5
Optimized, Combined Cov.102.14.6
302.03.5
W16, Gaussian Cov.301.44.5
W16, Combined Cov.301.72.8
Table 2.

Results of error improvement from the 900 optimized mark functions shown in Fig. 3. We display the error ratio, |$r = \epsilon ^\Delta _{i}/{\epsilon _{i}}$| of the mean curves displayed in Fig. 3, with the various covariance approximations described in Section 2.3.3. The last two rows show the results obtained with the W16 parameterizations for parameters |$p=1$|⁠, |$\delta _s=0.5$| (Massara et al. 2024).

Mark type|$R\, [h^{-1}\, {\rm Mpc}]$||${r}(\sigma _8)$||${r}(\Omega _\mathrm{m})$|
51.32.7
Optimized, Gaussian Cov.101.44.1
301.44.5
52.04.5
Optimized, Combined Cov.102.14.6
302.03.5
W16, Gaussian Cov.301.44.5
W16, Combined Cov.301.72.8
Mark type|$R\, [h^{-1}\, {\rm Mpc}]$||${r}(\sigma _8)$||${r}(\Omega _\mathrm{m})$|
51.32.7
Optimized, Gaussian Cov.101.44.1
301.44.5
52.04.5
Optimized, Combined Cov.102.14.6
302.03.5
W16, Gaussian Cov.301.44.5
W16, Combined Cov.301.72.8
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