1999
DOI: 10.1080/106351599260229
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The Role of Subjectivity in Reconstructing Ancestral Character States: A Bayesian Approach to Unknown Rates, States, and Transformation Asymmetries

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Cited by 122 publications
(79 citation statements)
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“…3 in Garland et al, 1999). In the present study, it is hoped that the inclusion of several outgroup taxa has countered this possibility with respect to inferring ancestral values at the base of the Phrynosomatidae (see also Garland et al, 1997;Schultz and Churchill, 1999;Polly, 2001). …”
Section: Discussionmentioning
confidence: 80%
“…3 in Garland et al, 1999). In the present study, it is hoped that the inclusion of several outgroup taxa has countered this possibility with respect to inferring ancestral values at the base of the Phrynosomatidae (see also Garland et al, 1997;Schultz and Churchill, 1999;Polly, 2001). …”
Section: Discussionmentioning
confidence: 80%
“…We coded spectral tuning as UVS (0) or VS (1) based on measured l max and/or DNA sequence predictions. We estimated character evolution priors [63] using the MCMC method described in SIMMAP (cycles: 100 000; sampling freq: 200; burnin: 10 000; rate upper bound: 1000): (i) photic niche: rate prior parameter a ¼ 26.128, b ¼ 2006.996; (ii) spectral tuning: rate prior parameter a ¼ 8.870, b ¼ 3616.625, bias parameter a ¼ 85.737. We set the bias parameter for photic niche to empirical, and used the default number of categories (k) for the priors (bias ¼ 31; rate ¼ 60).…”
mentioning
confidence: 99%
“…19) been widely applied in other contexts. Stochastic models have been used to estimate ancestral states (Schluter, 1995;Schluter et al, 1997;Cunningham, 1999;Mooers and Schluter, 1999;Pagel, 1999b;Schultz and Churchill, 1999) and to establish correlation in characters (Pagel, 1994(Pagel, , 1999a). More recently, Lewis (2001) argued that phylogeny should be estimated using stochastic models of morphological character change.…”
Section: Character Correlationmentioning
confidence: 99%
“…The question of the appropriate rate for the morphological characters was then addressed. We adopted the approach advocated by Schultz and Churchill (1999) in which prior probability distributions are placed on the overall rate of change for the morphological characters and on the bias parameter (zo or rl for the two-state model). Specifically, we placed a gamma prior on the rate of substitution and a beta prior on the bias parameter.…”
Section: Sampling Character Historiesmentioning
confidence: 99%