Research Article

Undersampling Taxa Will Underestimate Molecular Divergence Dates: An Example from the South American Lizard Clade Liolaemini

Table 6

Comparison of node age estimates obtained using three fossil calibration sampling schemes in MrBayes. Values represent mean and 95% posterior credibility intervals (in parentheses) for the age of each node. All analyses implemented the independent gamma rates (IGR) relaxed clock model, a continuous uncorrelated model. This model explained the data better than the other two relaxed clock models currently implemented in MrBayes. The prior parameter specifying the rate of increase over time in variance of effective branch lengths was drawn from either a uniform or exponential distribution as either explained the data equally well according to Bayes Factors calculated in Tracer. Clade names correspond to names in Figure 1.

Assumed modelClade name
LiolaeminiPhymaturus Liolaemus (genus)Eulaemus (subgenus)Liolaemus (subgenus)

IGR-exponential
All calibrations
121.0
(102–143)
42.1
(31–55)
60.3
(50–71)
38.0
(29–46)
53.4
(44–64)
IGR-exponential
Iguania ancestor only
143.4
(121–177)
56.8
(36–77)
92.3
(76–113)
73.5
(58–91)
79.7
(64–99)
IGR-exponential
Iguania ancestor and Pristidactylus
132.9
(96–170)
50.9
(30–77)
81.9
(53–108)
63.2
(42–84)
70.7
(47–94)
IGR-uniform
All calibrations
114.7
(87–148)
39.8
(26–53)
57.3
(43–72)
36.2
(27–45)
50.5
(38–64)
IGR-uniform
Iguania ancestor only
147.5
(123–174)
57.0
(36–77)
93.2
(73–116)
73.9
(54–95)
80.9
(62–102)
IGR-uniform
Iguania ancestor and Pristidactylus
N/A*53.2
(34–72)
86.5
(63–112)
68.2
(49–90)
74.6
(54–99)

Divergence times for Liolaemini were not included because the clade credibility tree did not recover this clade as monophyletic.