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Evolution__3rd_Edition

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..<br />

Figure 15.15<br />

The same character is found in<br />

both a descendant species and<br />

one of its ancestors. It is more<br />

likely (a) that the character has<br />

remained constant and has<br />

been passed on by inheritance<br />

than (b) that it has changed and<br />

reverted to its original state a<br />

number of times between the<br />

ancestor and descendant.<br />

The probability of a tree can be<br />

computed, given data and a model<br />

of evolution<br />

CHAPTER 15 / The Reconstruction of Phylogeny 447<br />

(a) Likely inference (b) Unlikely inference<br />

a<br />

Descendant species<br />

Ancestral species<br />

Character a<br />

Character<br />

a<br />

Descendant species<br />

Ancestral species<br />

conclusion, it is more likely that a character will be shared by common descent than by<br />

independent, convergent evolution. For any set of species, a phylogeny requiring less<br />

evolutionary change is more plausible than one requiring more.<br />

15.9.5 A third class of phylogenetic techniques uses the principle of<br />

maximum likelihood<br />

The final technique we shall look at uses a statistical framework called maximum<br />

likelihood. The detailed calculations, when fully spelled out, are quite laborious, even<br />

for a simple case. (Box 15.2 works through the calculations for one nucleotide site in<br />

a four-species tree.) The basic procedure is to calculate (using a model of sequence<br />

evolution) the probability of observing the sequence data for a set of species, for all possible<br />

phylogenies. The most likely phylogeny is the one that has the highest probability<br />

of having produced the observed sequences.<br />

Maximum likelihood is a computationally more demanding technique than parsimony.<br />

The method not only has to work through all possible phylogenies (just as<br />

parsimony has to), but also has to make detailed estimates and calculations for all the<br />

phylogenies. Maximum likelihood was little used until recently because it could only be<br />

implemented with small numbers of species. The advantage of maximum likelihood is<br />

that it can readily exploit information about rates of evolution. In the simple model<br />

used in Box 15.2, the chance of any evolutionary change was the same, p. But the same<br />

procedure can be used with more complicated models that have several parameters<br />

to describe evolution. Phylogenetic analysis with maximum likelihood can also use<br />

other information: the rate of evolution may vary between species, or between genes,<br />

or over time. Maximum likelihood is a very broad framework. It also has some other<br />

a"<br />

a'<br />

a<br />

a'<br />

a

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