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Table 6 MRL scores for 1000-taxon model conditions

From: MRL and SuperFine+MRL: new supertree methods

  Scaffold Density
Method 20 50 75 100 Average
MRP(PAUP*) -16632 (1870) -19844 (1988) -21742 (2879) -24325 (2896) -20991 (3684)
MRP(TNT) -16584 (1861) -19764 (1983) -21645 (2837) -24332 (2896) -20937 (3687)
MRL(RAxML) -16347 (1868) -19700 (1996) -21594 (2850) -24288 (2898) -20848 (3738)
SuperFine+MRP(PAUP*) -16368 (1869) -19714 (1995) -21625 (2844) -24329 (2891) -20876 (3742)
SuperFine+MRP(TNT) -16366 (1870) -19718 (1998) -21630 (2845) -24326 (2892) -20878 (3742)
SuperFine+MRL(RAxML) -16389 (1872) -19749 (1996) -21648 (2859) -24336 (2894) -20897 (3741)
True Tree -16852 (1929) -20246 (2024) -22147 (2770) -24820 (2783) -21385 (3714)
  1. We present the average MRL scores (ML scores under the symmetric two-state model with gamma-distributed rates across sites) with respect to the MRP matrix, given as log likelihood scores) for the 1000-taxon supertrees. Thus, numbers with smaller magnitude represent improvements. The scaffold density is the percentage of the full taxon set that is present in the scaffold tree. The standard deviation is shown in parenthesis. All scores are rounded to the nearest integer. The lowest MRL score (in magnitude) for each scaffold density is shown in bold.