Skip to main content
. 2012 Jun 14;12:88. doi: 10.1186/1471-2148-12-88

Table 4.

Tests of among-clade diversification rate using 4 topology-based indices of whole-tree symmetry in Rodentia

Clade
IC
MΠ
Mσ
B1
 
Min (0.025)
Min (0.025)
Min (0.025)
Min (0.025)
  Max (0.975) Max (0.975) Max (0.975) Max (0.975)
Rodentia
35928−35412
(−)0.912(−)0.905
0.574−0.575
1087.040−1084.840
 
0.001−0.001
0.001−0.001
0.001−0.001
0.001−0.001
Myomorpha
23741−23739
(−)0.911(−)0.904
0.578−0.571
761.502−760.302
 
0.001−0.001
0.001−0.001
0.001−0.001
0.001−0.001
Sciuridae
2778−2655
(−)0.813(−)0.754
0.607−0.628
150.188−156.420
 
0.001−0.001
0.001−0.001
0.001−0.001
0.001−0.006
Ctenohystrica
2233−2093
(−)0.707−(−)0.630
0.628−0.660
136.493−140.953
 
0.001−0.001
0.001−0.001
0.001−0.002
0.001−0.010
Castorimorpha
549−507
(−)0.705−(−)0.618
0.620−0.669
49.591−52.810
 
0.020−0.040
0.004−0.030
0.002−0.060
0.004−0.170
Anomaluromopha
5−0
(−)0.080−(−)0.802
0.901−1.100
3.302−4.000
  0.800−1.000 0.800−0.001 0.600−0.800 0.620−1.000

Values represent the test statistics with the P-value on the second line for each clade. The range of values represents the upper and lower bounds generated when the analyses were repeated with 1,000,000 random resolutions of polytomies with different degrees of symmetry. Indices are Colless Index (IC), Shao and Sokal Index (B1) and the M statistics MΠand Mσ.