Table 2.
An expanded set of fixed-effect models.
| Parameters heterogeneous among partitions | |||||
| New code | κ | ω | c | π | Number of parameters |
| 1 (E) | Yes | Yes | Yes | Yes | b+12g-1 |
| 2 (D) | Yes | Yes | Yes | No | b+3g+8 |
| 3 | Yes | Yes | No | Yes | b+11g |
| 4 | Yes | Yes | No | No | b+2g+9 |
| 5 | Yes | No | Yes | Yes | b+11g |
| 6 | Yes | No | Yes | No | b+2g+9 |
| 7 | Yes | No | No | Yes | b+10g+1 |
| 8 | Yes | No | No | No | b+g+10 |
| 9 | No | Yes | Yes | Yes | b+11g |
| 10 | No | Yes | Yes | No | b+2g+9 |
| 11 | No | Yes | No | Yes | b+10g+1 |
| 12 | No | Yes | No | No | b+g+10 |
| 13 (C) | No | No | Yes | Yes | b+10g+1 |
| 14 (B) | No | No | Yes | No | b+g+10 |
| 15 | No | No | No | Yes | b+9g+2 |
| 16 (A) | No | No | No | No | b+11 |
Number of parameters is for the F3 × 4 method of estimating codon frequencies. b and g denote the number of branches and the number of site classes, respectively. Letters in parentheses indicate the model codes formerly used by Yang and Swanson [4].