Red, theory; black, fact
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The Key Insight
Sexual reproduction may allow the evolution of irreducible complexity by increasing the intrinsic complexity of the basic building block of change, the mutation.
Irreducible Complexity
Influential biologist Richard Dawkins wrote in "The God Delusion" that a genuine case of irreducible complexity will never be found in biology. A case of irreducible complexity would be some adaptation that would require an intelligent designer because it could never evolve one mutation at a time, and Dawkins believes there is no such intelligent designer in biology.
In classic natural selection, each mutation must be individually beneficial to its possessor in order for selection to increase its prevalence in the population to the point where the next incremental, one-mutation improvement becomes statistically possible. In this way, all manner of wondrous things are supposed to evolve bit by tiny bit. You have irreducible complexity if an advantageous evolutionary innovation requires two mutations, but neither confers any advantage in isolation and so cannot be selected up to a sufficiently high frequency that the second mutation is likely to happen in the background of the first.
However, I am seeing irreducible complexity everywhere these days.
Possible Cases of Irreducible Complexity
For example, your upper-jaw dentition must mesh accurately with that of your lower jaw or you can't eat. Thus, the process of evolutionary foreshortening of the muzzle of the great apes to the flat human face could never have happened, assuming that a single mutation affects only the upper or lower jaw.
Furthermore, how can any biological signaling system evolve one mutation at a time? At a minimum, you always need both the transmitter adaptation and the receiver adaptation, not to mention further mutations to connect the receiver circuit to something useful.
The evolution of altruism presents a similar problem. The lonely first altruist in the population is always at a disadvantage in competition with the more selfish non-mutants unless it also has a signaling system that lets it recognize fellow altruists (initially, close relatives) and a further mutation that places the altruistic behavior under the control of the receiver part of this system. Thus, altruists would only be altruistic to their own kind, the requirement for altruism to be selected in the presence of selfishness. Finally, the various parts of this system must be indissolubly linked in a way that the non-altruists cannot fake.
A Solution
Consider the crossing-over events that occur during meiosis as complex mutations: two changes to the genome from a single event, each corresponding to one end of the DNA segment that translocates. In crossing over, two homologous chromosomes pair up along their length and swap a long segment of DNA, a process requiring two double-chain breaks on each end, and their corresponding repairs. A very far-reaching change to the genetic information can occur during crossing-over that is termed unequal crossing-over. This form of the process arises because of inaccuracies, sometimes major, in the initial alignment of the homologous chromosomes prior to crossing-over. When the process is finished, one chromosome has been shortened and the other has been lengthened. This is the major source of gene duplication, which, in turn, is a major source of junk DNA, the part that is classified as broken genes.
A Mechanism for the Evolution of Complexity
Anatomical features such as jaw length and axon targets may be controlled by variations in gene dose that originate in unequal crossing-over.
In this way, a concerted change affecting multiple distinct sites becomes possible. The two ends of the recombinant segment can in principle be functionally unrelated initially. They become related if both are affected by the same complex mutation and the entire change increases fitness and is thus selected.
A single complex mutation could in principle produce a communication channel at one stroke because of the number of simultaneous changes involved.
Statistical Issues
The probability of a combination of simultaneous local changes being beneficial to the organism is much smaller on mathematical grounds than is the probability of a given single-nucleotide change being beneficial. However, these unfavourable statistics are at least partly offset by the existence of a dedicated system for producing complex mutations in large numbers, namely meiosis, part of the process of maturation of egg and sperm cells.
The Big Picture
Complex mutations provide a way for a species to discontinuously jump into new niches as they open up, possibly explaining how a capacity for this kind of mutation could spread and become characteristic of surviving species over time. This idea also provides another explanation for the lack of transitional forms in the fossil record.




