EDP Sciences logo
Subscriber Authentication Point
Search
Menu
Home All issues Volume 494 / No 2 (February I 2009) A&A, 494 2 (2009) 693-706 Full HTML
Free Access
   

Table 7:

Correlations.
      OWN     OWN+LP     OWN+LP+2MS  
  correlated magnitudes $\rho$ SL(%) n $\rho$ SL(%) n $\rho$ SL(%) n
Classicals $\vec{B-V}$ vs. $\vec{R-I}$ 0.05 15.66 12 0.40 99.03 42 0.34 99.09 61
  $\vec{R-I}$ vs. $\vec{B-R}$ 0.03 8.33 12 0.50 99.87 42 0.38 99.70 61
  $\vec{B-V}$ vs. $\vec{q}$ 0.59 95.13 12 0.37 98.24 43 0.40 99.83 64
  $\vec{B-R}$ vs. $\vec{q}$ 0.55 92.96 12 0.46 99.71 43 0.46 99.98 64
  $\vec{B-V}$ vs. $\vec{i}$ -0.63 96.24 12 -0.48 99.83 43 -0.49 99.99 64
  $\vec{B-R}$ vs. $\vec{i}$ -0.57 94.32 12 -0.54 99.96 43 -0.54 >99.99 64
  B - R vs. e -0.38 79.79 12 -0.31 95.28 43 -0.29 98.06 64
Hot $\vec{B-V}$ vs. $\vec{V-R}$ 0.75 93.38 7 0.78 99.97 23 0.56 99.94 38
  $\vec{B-V}$ vs. $\vec{R-I}$ -0.02 3.52 7 0.49 97.83 23 0.41 98.38 36
  V - R vs. R - I -0.32 67.53 10 0.39 95.27 27 0.29 92.79 40
  $\vec{R-I}$ vs. $\vec{B-R}$ -0.18 34.11 7 0.53 98.76 23 0.41 98.50 36
  $\vec{B-V}$ vs. $\vec{q}$ 0.29 51.60 7 0.41 94.71 23 0.38 97.96 38
  $\vec{V-R}$ vs. $\vec{q}$ 0.18 40.20 10 0.29 86.08 27 0.46 99.67 42
  $\vec{B-R}$ vs. $\vec{q}$ 0.32 56.89 7 0.36 91.02 23 0.49 99.68 38
  $\vec{B-V}$ vs. $\vec{i}$ -0.90 97.27 7 -0.72 99.93 23 -0.47 99.57 38
  $\vec{V-R}$ vs. $\vec{i}$ -0.51 87.45 10 -0.58 99.70 27 -0.40 98.98 42
  $\vec{B-R}$ vs. $\vec{i}$ -0.82 95.77 7 -0.64 99.72 23 -0.48 99.67 38
  B - V vs. e -0.50 77.93 7 -0.34 89.33 23 -0.25 86.82 38
Cold $\vec{B-V}$ vs. $\vec{V-R}$ -0.60 76.99 5 -0.64 99.50 20 -0.39 94.91 26
  V - R vs. R - I -0.33 65.42 9 -0.30 83.42 23 -0.38 95.41 29
SDOs $\vec{B-V}$ vs. $\vec{V-R}$ 0.43 66.21 6 0.63 97.14 13 0.76 99.87 19
  $\vec{R-I}$ vs. $\vec{B-R}$ 0.37 59.38 6 0.30 70.11 13 0.62 99.19 19
  $\vec{B-V}$ vs. $\vec{q}$ -0.54 77.52 6 0.70 98.44 13 0.36 87.66 19
  R - I vs. q 0.17 36.26 9 0.35 86.46 19 0.21 69.30 25
  $\vec{B-R}$ vs. $\vec{q}$ -0.60 82.03 6 0.62 96.85 13 0.34 85.54 19
  B - V vs. i 0.49 72.26 6 0.49 90.97 13 0.29 77.80 19
  $\vec{B-V}$ vs. $\vec{e}$ 0.03 5.09 6 -0.59 95.83 13 -0.32 81.97 19
  $\vec{R-I}$ vs. $\vec{e}$ -0.62 91.89 9 -0.46 95.11 19 -0.31 86.93 25
  $\vec{B-V}$ vs. $\vec{H_{R}}$ -0.26 43.47 6 -0.77 99.27 13 -0.54 97.73 19
  $\vec{B-R}$ vs. $\vec{H_{R}}$ -0.31 51.78 6 -0.81 99.49 13 -0.57 98.41 19
Cent $\vec{B-V}$ vs. $\vec{V-R}$       0.55 88.02 9 0.67 99.07 16
  $\vec{B-V}$ vs. $\vec{R-I}$       0.58 90.10 9 0.71 99.43 16
  $\vec{V-R}$ vs. $\vec{Q}$       0.65 96.15 11 0.58 98.37 18
  $\vec{B-V}$ vs. $\vec{i}$       -0.62 91.89 9 -0.53 95.97 16
  $\vec{B-R}$ vs. $\vec{i}$       -0.68 94.67 9 -0.52 95.39 16
  $\vec{B-V}$ vs. $\vec{e}$       0.72 95.73 9 0.74 99.59 16
  $\vec{B-R}$ vs. $\vec{e}$       0.58 90.10 9 0.67 99.08 16
  $\vec{V-R}$ vs. $\vec{a}$       0.61 94.59 11 0.53 97.04 18
  $\vec{B-V}$ vs. $\vec{H_{R}}$       -0.72 95.73 9 -0.18 50.57 16
  $\vec{B-R}$ vs. $\vec{H_{R}}$       -0.73 96.19 9 -0.27 70.83 16
All $\vec{B-V}$ vs. $\vec{V-R}$ 0.29 78.06 19 0.50 99.99 65 0.55 >99.99 99
  $\vec{B-V}$ vs. $\vec{R-I}$ 0.07 24.84 19 0.46 99.98 64 0.49 >99.99 96
  $\vec{R-I}$ vs. $\vec{B-R}$ 0.23 66.51 19 0.56 >99.99 64 0.54 >99.99 96
SDOs+hot $\vec{B-V}$ vs. $\vec{V-R}$ 0.55 94.30 13 0.70 >99.99 36 0.62 >99.99 57
  $\vec{B-V}$ vs. $\vec{R-I}$ <0.01 2.28 13 0.44 99.01 36 0.47 99.95 55
  $\vec{R-I}$ vs. $\vec{B-R}$ 0.17 44.54 13 0.51 99.76 36 0.52 99.99 55
  $\vec{V-R}$ vs. $\vec{i}$ -0.55 97.72 18 -0.44 99.60 44 -0.35 99.44 65
SDOs+Cent $\vec{B-V}$ vs. $\vec{V-R}$ 0.57 83.84 7 0.66 99.73 22 0.73 >99.99 35
  $\vec{B-V}$ vs. $\vec{R-I}$ 0.04 6.97 7 0.47 96.88 22 0.64 99.98 35
  $\vec{V-R}$ vs. $\vec{R-I}$ 0.13 29.39 9 0.34 92.27 28 0.46 99.64 41
  $\vec{R-I}$ vs. $\vec{B-R}$ 0.32 56.89 7 0.48 97.18 22 0.63 99.98 35
Spearman correlation results of colors versus colors and orbital parameters. OWN means our own data; OWN+LP our own data merged with the ESO Large Program data (Boehnhardt et al. 2002; Peixinho et al. 2004); OWN+LP+2MS the OWN+LP data merged with the Meudon Multicolor Survey data (Doressoundiram et al. 2005), $\rho$ = Spearman rank correlation, SL = Significance level, n = Number of objects. Strongest correlations are in bold; interesting or new, but weaker correlations are in italics.

Source LaTeX | All tables | In the text

Current usage metrics show cumulative count of Article Views (full-text article views including HTML views, PDF and ePub downloads, according to the available data) and Abstracts Views on Vision4Press platform.

Data correspond to usage on the plateform after 2015. The current usage metrics is available 48-96 hours after online publication and is updated daily on week days.

Initial download of the metrics may take a while.