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Parsimony
One intuitive score for a phylogenetic tree is the number of changes along edges. The approach of minimizing this score is called parsimony. The logic is the basic philosophy of Okham's razor - finding the simplest explanation that works. Let us mark the vertices of a tree by V(T), and its edges by E(T). Denote the value of the jth character of vertex
by vj.
Figure 8.3:
A most parsimonious 5-species
phylogeny for 6 characters, reconstructed from the data in table
8.1. The numbers by the mutation bars indicate
the changed character.
|
Table 8.1:
6 DNA site values for 5 species. This data was used to infer
the phylogeny in figure 8.3.
|
1 |
2 |
3 |
4 |
5 |
6 |
Aardvark |
C |
A |
G |
G |
T |
A |
Bison |
C |
A |
G |
A |
C |
A |
Chimp |
C |
G |
G |
G |
T |
A |
Dog |
T |
G |
C |
A |
C |
T |
Elephant |
T |
G |
C |
G |
T |
A |
|
There are two levels of problems in parsimony, small parsimony and large parsimony.
Next: Small Parsimony
Up: Character Based Methods
Previous: A Simple Solution?
Peer Itsik
2001-01-01