Table 2.
Median values and 16–84th percentile intervals for the different parameters analysed in Sects. 6 and 7.
| Median | Interval | ρa | ρpartiala | |
|---|---|---|---|---|
| log(ξion [Hz erg−1]) | 25.37 | (25.19, 25.50) | – | – |
| fescLyC | 5% | (0.8%, 29%) | – | – |
| fescLyC* | 5.1% | (1.3%, 43.5%) | – | – |
| fescLyC† | 11.8% | (1.2%, 40.5%) | – | – |
| fescLyC‡ | 1.3% | (0.44%, 3.4%) | – | – |
| fescLyα§ | 14.6% | (6%, 30%) | – | – |
| sSFR [Gyr−1] | 43 | (24, 103) | 0.64 | 0.42 |
| ropt [kpc] | 0.49 | (0.19, 0.86) | −0.37 | −0.09 |
| ΣSFR [M⊙ yr−1 kpc−2] | 10.7 | (1.9, 56) | 0.50 | 0.41 |
| log(Mgas/M⊙) | 9.28 | (8.95, 9.71) | – | – |
| fgas | 87% | (80%, 93%) | – | – |
| log(SFR3 Myr/SFR100 Myr) | 1.16 | (0.84, 1.59) | 0.46 | 0 |
Notes.
We also summarize the correlation coefficientes, ρ, for each parameter with EW([O III]) shown in Sect. 7 and the partial correlation coefficientes, ρpartial, shown in Sect. 7.5. We note that these correlations are valid only in the range of high EWs and z covered by our sample (2.6 ≲ log(EW([O III])) ≲ 3.6).
For EELGs with sSFR > 25 Gyr−1.
For EELGs with sSFR > 25 Gyr−1 and ropt < 200 pc.
For EELGs with sSFR < 25 Gyr−1.
For the sample of LAEs at z < 7 in our sample.
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