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Home All issues Volume 503 / No 3 (September I 2009) A&A, 503 3 (2009) 909-912 Full HTML
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Table A.1:

Variance of $\bar{s}$ and calculated centre (mean position) of cluster, when calculated from subsets of 200 points randomly selected from 1000 cluster members.
Cluster type $\bar{s}$ x y
2D Uniform  
2D0 ( $N \propto r^0$) $.87\pm.03$ $.01\pm0.03$ $.03 \pm.03 $
Radially clustered  
3D-2 ( $n \propto r^{-2}$) $.59\pm.02$ $.006\pm.02 $ $.010 \pm .02$
3D-1 ( $n \propto r^{-1}$) $.73\pm.02$ $.009 \pm.03 $ $.007 \pm.02 $
3D0 ( $n \propto r^0$) $.79 \pm .02$ $.004\pm.03 $ $.012 \pm .03$
Radially anticlustered  
3D05 ( $n \propto r^{0.5}$) $.82\pm.03$ $.03 \pm.03 $ $.006 \pm.03$
3D1 ( $n \propto r^{1.0}$) $.84\pm.03$ $.02\pm.03 $ $.008 \pm.03$
3D15 ( $n \propto r^{1.5}$) $.85\pm.03$ $.01\pm.03 $ $.02\pm.03 $
Fractally clustered  
F3.0 (D = 3.0) $.79 \pm .02$ $.01\pm.02$ $.003\pm.03$
F2.5 (D = 2.5) $.75\pm.03$ $.18\pm.02$ $.15\pm.03$
F2.0 (D = 2.0) $.63\pm.03$ $.08\pm.03$ $.08\pm.03$
F1.5 (D = 1.5) $.67\pm.03$ $.09\pm.08$ $.14\pm.02$

Source LaTeX | All tables | In the text

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