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Evolution__3rd_Edition

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..<br />

The root of a tree ...<br />

. . . can be inferred by paralog<br />

rooting<br />

The method has been used to root<br />

the angiosperms<br />

CHAPTER 15 / The Reconstruction of Phylogeny 459<br />

15.12 Paralogous genes can be used to root unrooted trees<br />

The position of the root in an unrooted tree can be inferred by any of the cladistic<br />

methods for determining character polarity (Section 15.6). Outgroup comparison is<br />

the most widely used, but cannot be used in every case a we may be unsure which<br />

species to use as an outgroup, or different outgroups may give different answers, or<br />

evidence may be lacking as to the character states (or molecular sequences) of the outgroup.<br />

In one case, the deep root of life, no outgroup exists. If we want to find the root<br />

of the tree for the three domains of life (Archaea, Bacteria, Eukarya) a where all cellular<br />

life is grouped a we cannot do it by outgroup comparison. (Viruses cannot be used as<br />

an outgroup because they evolve too fast, and anyhow have probably evolved recently<br />

a they do not belong to a deeper branch, below the common ancestor of the three<br />

domains.)<br />

Molecular phylogenetics has added a new method to root trees (and therefore to find<br />

character polarities). Its beauty is that it works internally, within the unrooted tree<br />

itself; it does not require us to find any external data, such as an outgroup. The method<br />

is called paralog rooting.<br />

The method works as follows (Figure 15.23). We need a gene that has duplicated<br />

before the origin of the taxon we are studying. We then construct the unrooted gene<br />

tree for all the copies of the gene. For a duplicated gene in four species, there are eight<br />

tips to the unrooted gene tree (Figure 15.23b). Both genes in the duplicated pair have<br />

evolved through the same tree, and the gene tree is likely to have a “mirror image”<br />

shape. We can infer, from this tree alone, that the root lies in the long branch that connects<br />

the two mirror-image subtrees. We now know where the root is in the species tree<br />

(Figure 15.23c).<br />

Paralog rooting was first applied to the problem of the deep root of all life (that is,<br />

the Archaea–Bacteria–Eukarya tree). But that problem is hard to solve because of<br />

saturation. The common ancestor of all cellular life lived 3,500–4,000 million years<br />

ago. The molecular differences between Archaea, Bacteria, and Eukarya lie well into<br />

the difficult region II or impossible region III of Figure 15.13. We can look at a more<br />

successful application of paralog rooting, to the phylogeny of angiosperms (Mathews<br />

& Donoghue 1999). Angiosperms are the group better known as flowering plants.<br />

Outgroup comparison tends to produce ambiguous results for angiosperms. Figure 15.24<br />

shows Mathews and Donoghue’s result using paralog rooting. The rooted tree has<br />

Amborella (one species, living in New Caledonia) forming a branch by itself from the<br />

root. The next deepest branch has the water lilies. Careful inspection of the two<br />

mirror images shows a few small mismatches, but no more than would be expected<br />

from the uncertainties of phylogenetic inference. In all, the two subtrees have impressively<br />

similar branching orders. Paralog rooting has given a major new insight into<br />

angiosperm phylogeny, and the method can be applied wherever molecular sequences<br />

are available for duplicate genes (with appropriate amounts of divergence) in a group<br />

of species.

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