The Red Queen (and other explanations)

`Well, in OUR country,' said Alice, still panting a little, `you'd generally get to somewhere else--if you ran very fast for a long time, as we've been doing.'

`A slow sort of country!' said the Queen. `Now, HERE, you see, it takes all the running YOU can do, to keep in the same place. If you want to get somewhere else, you must run at least twice as fast as that!'


Through the Looking Glass, Lewis Carroll

So what explains sex?

Muller's ratchet

Perhaps the simplest explanation, and one that we'll have to test against, is Muller's ratchet. The problem with asexuality is that, once a deleterious mutation drifts to fixation, there's no way to get rid of it. Every new mutation just adds to the mutational load of a lineage, and there's no way to purge the mutations from the population. Ooops. This is yet another big topic we will just barely touch on: Alex Kondrashov, James Crow, and many others have worked for a long time at estimating the mutation rate, and the distribution of effects of mutations, in humans and other species and tried to estimate the strength of Muller's ratchet. There is some evidence that there is enough deleterious mutation to make sex worth it. Muller's ratchet only works in small populations (in a large population deleterious mutations never get fixed) but there is also a deterministic theory of reduction of mutation load in large populations, which depends on epistasis (Kondrashov).

Hard (frequency-independent) habitat selection

Variation generated by sexual reproduction could allow populations to inhabit niches that would not otherwise be accessible (none of the variants in the clonal population can survive in them). This works best if the open niches are transient - otherwise the clonal populations will also be able to get into them eventually, once appropriate mutations occur.

Tangled bank (soft/frequency-dependent selection)

Alternatively, the variation generated by sexual reproduction could convey an advantage in competition/biotic interactions. The distinction from the frequency-independent selection theory is that we're now talking about fitness advantage relative to clonal organisms, not absolute ability to survive in variable niches.

Red Queen

We get to the Red Queen by asking whether there is any process that would generate a continuous need for variation. The (hypothesized) antagonistic coevolution of hosts and parasites fits the bill; the idea is that any common clone will get hammered by parasites that have adapted to parasitize it. The best way to get around this is to generate diversity via sexual reproduction. There are lots of mathematical models with different genetic systems, etc., etc..

The requirements of RQ:

Red Queen vs "arms race" dynamics

Note the difference between simple "arms races", where both players (host and parasite) are simply trying to maximize their overall performance (resistance or virulence); whoever is stronger wins, and the only limitation to the arms race is the physical and resource constraint of developing higher resistance or virulence. In contrast, the Red Queen is about recognition and evasion mechanisms: either the host is trying to recognize the host and the parasite is trying to evade recognition, or the parasite is trying to find chemical signals that match the host properly and the host is trying to avoid being matched. Red Queen dynamics don't get anywhere, they just go 'round and 'round.

Gene-for-gene systems

pathogen phenotype
host phenotype avirulent (AA) avirulent (Aa) virulent (aa)
susceptible (rr) + + +
resistant (Rr) - - +
resistant (RR) - - +
A gene-for-gene interaction might start from susceptible hosts (rr) and "avirulent" parasites (AA); the host cannot resist the parasite. If the host gains the (dominant) resistant allele it can resist avirulent parasites, but the (recessive) virulence allele trumps the resistant allele and allows the parasite to invade the host anyway. The biochemistry of gene-for-gene systems is approximately that the host needs to produce a protein/receptor that is capable of detecting the parasite in order to trigger a resistance response -- it can do this if it has at least one resistance allele. However, the host receptor detects a particular protein in the parasite phenotype, and if the parasite can stop producing the protein, or produce a modified version (i.e., it has no A alleles) it can evade detection by the host.

Typically there are multiple gene-for-gene systems (multiple pairs of host resistance alleles and parasite virulence alleles) within a given host-parasite system. The host will try to detect the parasite and resist it by trying out new resistance genes; the parasite will try to evade the host by adding virulence genes that turn off the detected molecule. Over time a Red Queen cycle can occur because once a virulence allele has been driven to fixation, the resistance allele is no longer useful and may be lost by selection (if resistance carries a cost), mutation or drift. Once this happens, the virulence gene is no longer useful and it too may be lost by selection, mutation or drift.

Matching-allele systems

pathogen phenotype
host phenotype AA Aa aa
rr - - +
Rr - + -
RR + - -
In matching alleles models, the parasite "wins" if it matches the host's genotype. One biochemical basis for this would be if the parasite needed a particular protein that fitted the host in some way, for example if it tries to evade detection by mimicking the host's proteins.