Life Cycle Replacement by Gene Introduction under an Allee Effect in Periodical Cicadas
et al. (2011) Life Cycle Replacement by Gene Introduction under an Allee Effect in Periodical
Cicadas. PLoS ONE 6(4): e18347. doi:10.1371/journal.pone.0018347
Life Cycle Replacement by Gene Introduction under an Allee Effect in Periodical Cicadas
Yukiko Nariai 0
Saki Hayashi 0
Satoru Morita 0
Yoshitaka Umemura 0
Kei-ichi Tainaka 0
Teiji Sota 0
John R. Cooley 0
Jin Yoshimura 0
Matjaz Perc, University of Maribor, Slovenia
0 1 Department of Systems Engineering, Shizuoka University , Hamamatsu , Japan , 2 Faculty of Information Science, Shizuoka University , Hamamatsu , Japan , 3 Department of Zoology, Kyoto University , Kyoto , Japan , 4 Department of Ecology and Evolutionary Biology, University of Connecticut, Storrs, Connecticut, United States of America, 5 Marine Biosystems Research Center, Chiba University , Kamogawa, Chiba , Japan , 6 Department of Environmental and Forest Biology, State University of New York College of Environmental Science and Forestry , Syracuse, New York , United States of America
Periodical cicadas (Magicicada spp.) in the USA are divided into three species groups (-decim, -cassini, -decula) of similar but distinct morphology and behavior. Each group contains at least one species with a 17-year life cycle and one with a 13-year cycle; each species is most closely related to one with the other cycle. One explanation for the apparent polyphyly of 13and 17-year life cycles is that populations switch between the two cycles. Using a numerical model, we test the general feasibility of life cycle switching by the introduction of alleles for one cycle into populations of the other cycle. Our results suggest that fitness reductions at low population densities of mating individuals (the Allee effect) could play a role in life cycle switching. In our model, if the 13-year cycle is genetically dominant, a 17-year cycle population will switch to a 13-year cycle given the introduction of a few 13-year cycle alleles under a moderate Allee effect. We also show that under a weak Allee effect, different year-classes (''broods'') with 17-year life cycles can be generated. Remarkably, the outcomes of our models depend only on the dominance relationships of the cycle alleles, irrespective of any fitness advantages.
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Funding: This work was supported in part by grants-in-aid from the Ministry of Education, Culture, Sports, Science and Technology of Japan to J. Y.
(nos. 22255004 and 22370010) and K. T. (20500204), a research grant from Ryozo Yamada Funds to J. Y. and J. R. C. acknowledge support from National Science
Foundation DEB04-22386, DEB05-29679, DEB07-20664, and DEB07-22101 to Chris Simon. No additional external funding received for this study. The funders had
no role in study design, data collection and analysis, decision to publish, or preparation of the manuscript.
Competing Interests: The authors have declared that no competing interests exist.
Cicadas are remarkable singing insects in tropical and temperate
forests that belongs to family Cicadidae (Suborder: Homoptera; Order:
Heteroptera) [1,2]. Male cicadas sing mating calls, while females are
attracted to male calls [3,4]. Recently females are found to respond to
males by wing flicking and mating proceeds with male-female
communications [5]. Cicadas are also unique in their long juvenile
stages in soil spreading 310 years and very short adult lives (a couple
weeks), due to their feeding on poor-nutrient xylem water in tree roots
[1,2,6]. In a short adult stage, females mate with males and lay eggs on
small twigs, from where nymphs hatch soon or later and drop to the
ground, and dig into the soil, where they feed on plant roots [7].
Periodical cicadas (Magicicada spp.) in the USA are unusual with
excessively long prime-numbered life cycles of 13- or 17-years
[812,6]. Among all cicadas, they are the only known group with
periodicity [cite]. The known maturation determinant of all other
cicadas is not time, but cumulative temperature [cite]. Periocical
cicadas are also unique in their life histories, characterized by
mass, synchronized emergences of millions per acre [13] and are
divided into regional populations sharing emergence years
(yearclasses, specifically called broods). Three taxonomic groups
(-decim, -cassini, and -decula) contain 7 species. The -cassini and
decula groups contain two species: 17-year M. cassini and 13-year
M. tredecassini and 17-year M. septendecula and 13-year M. tredecula,
respectively. The -decim group consists of three species: 17-year
M. septendecim and 13-year M. tredecim and M. neotredecim. Each
species is most closely related to one with the other life cycle in its
own species group [11,14], and permanent life cycle shifts have
been proposed to explain these relationships [11,1416].
The evolutionary origin of M. neotredecim appears to be a
permanent life cycle shift from a 17-year to a13-year cycle.
Genetic, behavioral, and biogeographic evidence suggest that M.
neotredecim originated recently from the 17-year species M.
septendecim [1417]. M. neotredecim is indistinguishable from 17-year
M. septendecim genetically and morphologically, and it shows a
striking pattern of reproductive character displacement in calling
song pitch with the closely related species M. tredecim [14,16].
Within 17-year periodical cicadas, brood formation appears to occur
via temporary life cycle shifts, in which large numbers of cicadas
emerge off-cycle, perhaps in response to climate fluctuations (brood
shifting) [11,18]. Among 17-year broods of periodical cicadas,
differences of 61 or 64 years appear to be especially common [19
23]. Permanent life cycle switching involving small numbers of cicadas
is difficult to explain, because small numbers of periodical cicadas may
fail to reproduce [24] or be quickly destroyed by predators since
Magicicada rely on predator satiation by extreme abundance [11,19,25
27]. Thus, any explanation for life cycle switching in periodical cicadas
must take into account Allee Effects acting against small populations or
minority life cycle phenotypes [28].
Here we investigate the possibility that life cycle switching between
13- and 17-year cycles can be explained by the introduction of a few
life cycle alleles (individuals) into an isolated population with the other
cycle. We construct a simple numerical model of hybridization
between 17-year and 13-year cycles. Although hybridization and
introgression in hybrid zones [2931] have been proposed as one
factor stimulating permanent life cycle change in periodical cicadas
[3235], our model of gene introduction is not genetic
introgression in the strict sense, because there are no hybrid zones involved.
In our model life cycle is assumed to be controlled by alleles at a
locus under simple Mendelian inheritance, with one cycle
(either 17- or 13-year) dominant to the other. Neither allele
has a selective advantage except the advantage inherent in a
shorter life cycle (generation time). We also consider diploid (...truncated)