| Literature DB >> 30870981 |
Zhenyong Du1, Tadashi Ishikawa2, Hui Liu3,4, Satoshi Kamitani5, Osamu Tadauchi6, Wanzhi Cai7, Hu Li8.
Abstract
The assassin bug, Sphedanolestes impressicollis (Hemiptera: Reduviidae), is widely distributed in East Asia. It is an ideal model for evaluating the effects of climatic fluctuation and geographical events on the distribution patterns of East Asian reduviids. Here, we used two mitochondrial genes and one nuclear gene to investigate the phylogeographic pattern of the assassin bug based on comprehensive sampling in China, Japan, South Korea, Vietnam, and Laos. High levels of genetic differentiation were detected among the geographic populations classified into the northern and southern groups. A significant correlation was detected between genetic and geographical distances. The East China Sea land bridge served as a "dispersal corridor" during Pleistocene glaciation. The estimated divergence time indicated that the northern group may have separated from the eastern Chinese populations when the sea level rapidly rose during the "Ryukyu Coral Sea Stage" and the East China Sea land bridge was completely submerged. Demographic history and ecological niche modeling suggested that appropriate climatic conditions may have accounted for the rapid spread across the Korean Peninsula and Japan during the late Pleistocene. Our study underscores the pivotal roles of the Pleistocene sea level changes and climatic fluctuations in determining the distribution patterns of East Asian reduviids.Entities:
Keywords: East Asia; Sphedanolestes impressicollis; land bridge; phylogeography; population genetic differentiation
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Year: 2019 PMID: 30870981 PMCID: PMC6429140 DOI: 10.3390/ijms20051234
Source DB: PubMed Journal: Int J Mol Sci ISSN: 1422-0067 Impact factor: 5.923
Figure 1Sample locations of populations used in the present study and spatial population clustering based on the concatenated mitochondrial dataset. Circles in color indicate three clusters classified by BAPS. Population codes and locality details are listed in Table S1.
Genetic diversity, neutrality tests, and statistics of mismatch distribution based on the concatenated mitochondrial dataset.
| Group | N | Nh | S | π | Tajima’s D | Fu’s Fs | τ |
|---|---|---|---|---|---|---|---|
| All samples | 199 | 152 | 225 | 0.00744 | −2.087 * | −23.945 * | 16.90000 |
| N group | 105 | 71 | 83 | 0.00215 | −2.476 * | −25.989 * | 2.38867 |
| S group | 94 | 81 | 189 | 0.00865 | −1.972 * | −24.186 * | 14.97266 |
N, sample size; Nh, number of haplotypes; S, number of segregating sites; π, nucleotide diversity; * p < 0.001; τ, the observed value of the age expansion parameter.
Figure 2(A) Bayesian tree based on concatenated mitochondrial haplotypes. Bayesian posterior probabilities are shown at each node. Population codes are listed in Table S1. (B) Split network based on the concatenated mitochondrial dataset.
Hierarchical analysis of molecular variance (AMOVA) based on mitochondrial and nuclear datasets.
| Dataset | Source of variation | d.f. | SSD | Percentage | Fixation Indices |
|---|---|---|---|---|---|
| Mitochondrial dataset | Among groups | 1 | 392.480 | 44.70 | ΦCT = 0.44698 * |
| Among populations within groups | 46 | 436.791 | 18.77 | ΦSC = 0.33949 * | |
| Within populations | 151 | 469.413 | 36.53 | ΦST = 0.63473 * | |
| Nuclear gene | Among groups | 1 | 21.423 | 51.14 | ΦCT = 0.56121 * |
| Among populations within groups | 22 | 27.434 | 27.42 | ΦSC = 0.51144 * | |
| Within populations | 63 | 14.361 | 21.44 | ΦST = 0.78562 * |
d.f. degree of freedom, SSD Sum of squares, * p < 0.0001.
Figure 3(A) Haplotype network estimated from the concatenated mitochondrial dataset and (B) nuclear gene sequences. Small black circles represent missing haplotypes. Distances between linked haplotypes corresponded to one mutation, except where otherwise specified. Circle sizes are proportional to numbers of haplotypes. Numbers in the circles represent haplotype numbers.
Figure 4Mismatch distributions (left) and Bayesian skyline plots (right). (A) All samples, (B) N group, and (C) S group were calculated based on the concatenated mitochondrial dataset. Observed mismatch distribution is denoted by vertical bars. Expected distribution under population expansion model is represented by red lines. HR and RI indices are shown. For Bayesian skyline plots, median estimated effective population sizes (middle lines) are enclosed within 95% highest posterior density intervals (shaded areas).
Figure 5Hindcasting ecological niche models in East Asia during the (A) current and (B) LGM period. Black dots represent recording localities used to fit the ecological niche model. Blue indicates low suitability, while red indicates high suitability.