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Correction: Fine-Grained Distribution of a Non-Native Resource Can Alter the Population Dynamics of a Native Consumer.

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CORRECTION

Correction: Fine-Grained Distribution of a

Non-Native Resource Can Alter the

Population Dynamics of a Native Consumer

Mifuyu Nakajima, Carol L. Boggs

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are incorrect. The figures are out of order and associated with the wrong

leg-end. The authors have provided corrected versions here.

OPEN ACCESS

Citation:Nakajima M, Boggs CL (2015) Correction: Fine-Grained Distribution of a Non-Native Resource Can Alter the Population Dynamics of a Native Consumer. PLoS ONE 10(12): e0145874. doi:10.1371/journal.pone.0145874

Published:December 21, 2015

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Fig 3. Spatial patterns ofThlaspi arvensesimulated by the IBM (left) and the population growth rateRand the rate of allele frequency changeGof each simulation, shown in closed circle and open square, respectively (right).The right-end column of the table shows the corresponding panel in Fig 1.

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Fig 4. Change of butterfly population growth rate with 4 spatial attributes ofT.arvensedistribution that significantly affected butterfly population dynamics:“cover”(a),“dist”(b),“thdist”(c) and“shape”(d).Symbols represent different levels of“cover”, i.e., the proportion of habitat occupied byT. arvenseto the total habitat occupied by the host plants; closed circle:<3%, open circle:<5%, triangle:<10%, diamond:<20%.

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Reference

1. Nakajima M, Boggs CL (2015) Fine-Grained Distribution of a Non-Native Resource Can Alter the Population Dynamics of a Native Consumer. PLoS ONE 10(11): e0143052. doi:10.1371/journal.pone. 0143052PMID:26575843

Fig 5. Results of the sensitivity analysis.Bars show the (a) mean population growth rate and (b) mean rate of allele frequency change of simulations with each of the following parameters increased or decreased by 3% (indicated by“+”and“−”, respectively) from the observed value shown in Table 1;

“observed”: no parameters were changed;“immig”: immigration rate;“oviprob”: oviposition probability;“alfreq”: initial allele frequency;“juvsurvival”: survival until adult;“lifespan”: lifespan of adult females;“initial popl”: initial population size. The parameters are shown in the order of largest to smallest difference between the means of“+”and“−”except for“observed”. Error bars show SD.

Imagem

Fig 3. Spatial patterns of Thlaspi arvense simulated by the IBM (left) and the population growth rate R and the rate of allele frequency change G of each simulation, shown in closed circle and open square, respectively (right)
Fig 4. Change of butterfly population growth rate with 4 spatial attributes of T. arvense distribution that significantly affected butterfly population dynamics: “cover” (a), “dist” (b), “thdist” (c) and “shape” (d)
Fig 5. Results of the sensitivity analysis. Bars show the (a) mean population growth rate and (b) mean rate of allele frequency change of simulations with each of the following parameters increased or decreased by 3% (indicated by “+” and “−”, respectively

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