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Table 2:

UV-bump parameters analogous to those introduced by Fitzpatrick & Massa (1990).

Samplea
Selection EB-Vx0 [$\mu $m-1]$\lambda_0$ [Å]$\gamma $ [$\mu $m-1] FWHM [Å]
(a) gm_wbb GMASS, 1.5 < z < 2.5, $\gamma _{34} > -2$, $\beta_{\rm b} < -1.5$ $0.164 \pm 0.069$ $4.493 \pm 0.024$ $2226 \pm 12$ $0.498 \pm 0.113$ $247 \pm 56$
(b) gm_wbr GMASS, 1.5 < z < 2.5, $\gamma _{34} > -2$, $\beta_{\rm b} > -1.5$ $0.286 \pm 0.071$ $4.558 \pm 0.024$ $2194 \pm 11$ $0.682 \pm 0.052$ $328 \pm 25$
(c) gm_sb GMASS, 1.5 < z < 2.5, $\gamma _{34} < -2$ $0.296 \pm 0.069$ $4.572 \pm 0.010$ $2187 \pm 05$ $0.573 \pm 0.021$ $274 \pm 10$
(d) n07_sb FDF/K20, 1.0 < z < 1.5, $\gamma _{34} < -2$ $0.344 \pm 0.078$ $4.570 \pm 0.019$ $2188 \pm 09$ $0.583 \pm 0.083$ $279 \pm 38$
(e) LMC2_low$\gamma $ LMC 2 supershell ( $\gamma < 1$) $0.188 \pm 0.009$ $4.540 \pm 0.053$ $2203 \pm 26$ $0.684 \pm 0.042$ $332 \pm 21$

Samplea
Selection c3 [$\mu $m-2] $E_{\rm bump}$ $A_{\rm bump}$ [$\mu $m-1]  
(a) gm_wbb GMASS, 1.5 < z < 2.5, $\gamma _{34} > -2$, $\beta_{\rm b} < -1.5$ $0.116 \pm 0.055$ $0.467 \pm 0.267$ $0.366 \pm 0.192$  
(b) gm_wbr GMASS, 1.5 < z < 2.5, $\gamma _{34} > -2$, $\beta_{\rm b} > -1.5$ $0.262 \pm 0.040$ $0.562 \pm 0.106$ $0.602 \pm 0.104$  
(c) gm_sb GMASS, 1.5 < z < 2.5, $\gamma _{34} < -2$ $0.305 \pm 0.020$ $0.928 \pm 0.077$ $0.835 \pm 0.062$  
(d) n07_sb FDF/K20, 1.0 < z < 1.5, $\gamma _{34} < -2$ $0.359 \pm 0.121$ $1.056 \pm 0.186$ $0.968 \pm 0.251$  
(e) LMC2_low$\gamma $ LMC 2 supershell ( $\gamma < 1$) $0.890 \pm 0.128$ $1.903 \pm 0.320$ $2.044 \pm 0.320$  
a
For the samples at high redshift, the given errors are based on the uncertainties in the continuum of the mean spectrum without the 2175 Å feature, EB-V, and the FM-like parameter fit. For the LMC, they represent the sample variance.

Source LaTeX | All tables | In the text

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