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Comment on "Ongoing Adaptive Evolution of ASPM, a Brain Size Determinant in Homo sapiens" and "Microcephalin, a Gene Regulating Brain Size, Continues to Evolve Adaptively in Humans"
Mathias Currat,2Laurent Excoffier,2Wayne Maddison,1Sarah P. Otto,1*Nicolas Ray,2Michael C. Whitlock,1Sam Yeaman1
Mekel-Bobrov et al. and Evans et al. (Reports, 9 Sept. 2005,p. 1720 and p. 1717, respectively) examined sequence data frommodern humans within two gene regions associated with braindevelopment, ASPM and microcephalin, and concluded that selectionof these genes must be ongoing. We show that models of humanhistory that include both population growth and spatial structurecan generate the observed patterns without selection.
1 Department of Zoology, University of British Columbia, Vancouver, BC V6T 1Z4, Canada. 2 Computational and Molecular Population Genetics (CMPG), Zoological Institute, University of Bern, 6 Baltzerstrasse, CH-3012 Bern, Switzerland.
Authors are listed alphabetically.
* To whom correspondence should be addressed. E-mail: otto{at}zoology.ubc.ca
Evolutionary processes, including selection, migration, andpopulation size expansion, alter the probability that mutationspersist within a species. Thus, DNA sequence comparisons withinand among species can provide insight into evolutionary history.Unfortunately, many evolutionary processes leave similar signalsin DNA sequences. To conclude that selection has shaped geneticsequence data, one must first reject reasonable alternativeexplanations based on demographic models alone.
Recent papers by Mekel-Bobrov et al. (1) and Evans et al. (2)examined sequence data from an ethnically diverse group of humanswithin two gene regions: ASPM and microcephalin, respectively.These genes were previously known to affect brain size basedon clinical features of individuals carrying loss-of-functionmutations (primary autosomal recessive microcephaly). The authorsobserved a single haplotype at high frequency in each of thesegenes (haplotype 63 at 21% in ASPM; haplotype 49 at 33% in microcephalin).Given the length of DNA sequenced (ASPM, 62114 bp; microcephalin,29027 bp) and the substantial number of polymorphic sites (ASPM,166; microcephalin, 220), observing single haplotypes at highfrequency is notable. Indeed, the authors used coalescent simulationsof nine different demographic models describing the growth andmovement of human populations, none of which generated the observedlevels of homozygosity or single haplotypes at high frequencyfor the estimated rates of recombination and conversion. Consequently,the authors argued that selection must have acted to raise thefrequency of certain haplotypes within the human population.
Unfortunately, the demographic histories that were examinedwere only a small subset of the larger number consistent withwhat is known about human history. Thus, rejecting a subset(even a large subset) may not be relevant. Indeed, a straightforwarddemographic explanation of the data is provided by a mixtureof the models considered by the authors.
Mekel-Bobrov et al. (1) and Evans et al. (2) examined modelsof human population growth [models 2 to 5, Supporting OnlineMaterial for (1)] and models of structured populations overspace (models 6 to 9), but they did not consider a populationthat is both structured and growing. The data are consistent,however, with a demographic history where the population isinitially structured, following, for example, a founder event,and subsequently undergoes population growth. If an ancestralsubpopulation makes a large contribution to the present-daypopulation, drift in that subpopulation can result in high frequenciesof a particular haplotype, while other subpopulations accountfor the allelic diversity observed among the remaining haplotypes.Simulations of simplified demographic models of this natureare provided in Table 1. Although we focused on subpopulationsthat were small when initially formed (10 to 1000 individuals),reductions in effective population size due to disease, repeatedfounder effects, and/or variability in reproductive successcould generate similar patterns even in larger subpopulations.We conclude that human demographic models with structure followedby population growth can explain the haplotype frequency dataat ASPM and microcephalin without invoking selection.
Table 1. Coalescent simulations can generate the observed haplotype data without selection. A thousand replicate coalescent simulations traced the ancestry of genes back in time, conditioned upon the observed number of polymorphic sites, local recombination and gene conversion rates, and sample size as in (1, 2). Percentages give the fraction of simulations in which the overall level of homozygosity for the most common haplotype (columns a and c) or the frequency of the most common haplotype (columns b and d) equaled or exceeded the observations in (1, 2). Even though selection was absent, the bolded cases were often consistent with the observed levels of homozygosity and high-frequency haplotypes at ASPM and microcephalin. In models (i) to (iii), a subpopulation split off from a core population, 1000 generations before the present, and grew exponentially from an initial effective population size of ns to 107 diploid individuals in the present. The core population size was (i) constant at 105 (stable core), (ii) grew from an historical size of 104 individuals 1000 generations ago to 107 at present (growing core), or (iii) grew from 104 individuals 5000 generations ago to 107 at present (extended growth core). Model (iv) was equivalent to model (iii) except that the fission event occurred earlier (at 5000 generations), with the subpopulation remaining at size ns until 1000 generations ago, after which it grew to 107 at present (early fission). The effect of migration was also explored using model (iv); the results were unchanged for low migration rates but fell toward zero when at least 0.025% of the core and subpopulation were composed of migrants every generation (requiring substantial migration between Africa and Eurasia). Samples were drawn equally from the core and subpopulation.
* We used the local recombination rate of 1.9 cM/MB rather than the genome-wide rate of 1 cM/MB used in the code of (2). Using a higher recombination rate makes it less likely to observe the data.
A second demographic model that can explain the data withoutrequiring selection involves population growth across space,as occurred during the range expansion of humans (3, 4). Populationgrowth over space can be described by a wave of advance. Thefew individuals on the wave of advance will have, by luck, disproportionatenumbers of descendants. Haplotypes that happen to find themselvesin the wave front can rise to high frequency by chance aloneand surf on the wave of advance (4). Indeed, an explicit spatialmodel of human demography, with expansion out of Africa startingaround 40,000 years ago can also generate a high frequency ofa single haplotype in non-African populations (Fig. 1).
Fig. 1. Spatial simulations are consistent with observed clines in allele frequency. The Old World was modeled as a two-dimensional stepping-stone divided into 9226 demes of 100 by 100 km, each with a carrying capacity of 50 diploid individuals (100 genes). Each generation, each gene had a 25% probability of migrating to an adjacent deme. We modeled a range expansion out-of-Africa through the Sinai Peninsula that started 1400 generations ago (40,000 years), as in (7). At that time, we assumed that Africa was fully occupied, with all demes being at carrying capacity and harboring an allele with a uniform initial frequency p0 of 0.05, 0.1, or 0.2. We simulated the stochastic evolution of this allele in Africa and in Eurasia until today, keeping only simulations where the allele has persisted until today somewhere in the Old World. (The proportion of simulations kept was equal to 0.042, 0.886, and 1.000 for p0 values of 0.05, 0.1, or 0.2, respectively, as reported in the legend of the histogram.) The histogram (lower right) reports the frequency distribution of the allele in non-African populations, demonstrating that the allele can reach very high frequencies by drift and surf (4) outside of Africa. The distributions were obtained from 1000 simulations, except for p0 = 0.05, where only 424 simulations out of 10,000 were successful. For each parameter value, the maps show two spatial frequency distributions where alleles reached a minimum average frequency of 50% outside Africa, illustrating how alleles with low initial frequencies in Africa can reach high frequency by colonization and drift in non-African populations, while remaining at low frequencies within Africa.
[View Larger Version of this Image (30K GIF file)]
These models do not predict that every gene should exhibit ahigh frequency haplotype. It is a matter of chance whether onehaplotype will drift up in frequency during the growth of asubpopulation or the spread of a wave front. An empiricallyimportant question is how often this pattern is observed inputatively neutral regions of the human genome. If few neutralregions exhibit high-frequency haplotypes, then there wouldbe an empirical basis for arguing against the demographic processesexplored in this comment.
In summary, the high haplotype frequency, high levels of homozygosity,and spatial patterns observed by Mekel-Bobrov et al. (1) andEvans et al. (2) can be generated by demographic models of humanhistory involving a founder effect out-of-Africa and a subsequentdemographic or spatial population expansion, a very plausiblescenario (5). Thus, there is insufficient evidence for ongoingselection acting on ASPM and microcephalin within humans.
7. N. Ray, M. Currat, P. Berthier, L. Excoffier, Genome Res.15, 1161 (2005).[Abstract/Free Full Text]
8. This work was partly supported by Swiss National Science Foundation grant 3100A0-100800 to L.E. and by National Science and Engineering Research Council of Canada Discovery grants to W.M., S.P.O., and M.C.W.
Received for publication 16 November 2005. Accepted for publication 19 April 2006.
The editors suggest the following Related Resources on Science sites:
In Science Magazine
TECHNICAL COMMENTS
Nitzan Mekel-Bobrov, Patrick D. Evans, Sandra L. Gilbert, Eric J. Vallender, Richard R. Hudson, and Bruce T. Lahn (14 July 2006) Science313 (5784), 172b.
[DOI: 10.1126/science.1122822] |Abstract »|Full Text »|PDF »
REPORTS
Nitzan Mekel-Bobrov, Sandra L. Gilbert, Patrick D. Evans, Eric J. Vallender, Jeffrey R. Anderson, Richard R. Hudson, Sarah A. Tishkoff, and Bruce T. Lahn (9 September 2005) Science309 (5741), 1720.
[DOI: 10.1126/science.1116815] |Abstract »|Full Text »|PDF »|Supporting Online Material »
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