| Literature DB >> 32974091 |
Sylvia Schäffer1, Stephan Koblmüller1.
Abstract
Bark beetles are feared as pests in forestry but they also support a large number of other taxa that exploit the beetles and their galleries. Among arthropods, mites are the largest taxon associated with bark beetles. Many of these mites are phoretic and often involved in complex interactions with the beetles and other organisms. Within the oribatid mite family Scheloribatidae, only two of the three nominal species of Paraleius have been frequently found in galleries of bark beetles and on the beetles themselves. One of the species, P. leontonychus, has a wide distribution range spanning over three ecozones of the world and is believed to be a host generalist, reported from numerous bark beetle and tree species. In the present study, phylogenetic analyses of one mitochondrial and two nuclear genes identified six well supported, fairly divergent clades within P. leontonychus which we consider to represent distinct species based on molecular species delimitation methods and largely congruent clustering in mitochondrial and nuclear gene trees. These species do not tend to be strictly host specific and might occur syntopically. Moreover, mito-nuclear discordance indicates a case of past hybridization/introgression among distinct Paraleius species, the first case of interspecific hybridization reported in mites other than ticks.Entities:
Keywords: Cryptic species; Genetic structure; Oribatid mite; Scolytinae; Species delimitation
Year: 2020 PMID: 32974091 PMCID: PMC7489242 DOI: 10.7717/peerj.9710
Source DB: PubMed Journal: PeerJ ISSN: 2167-8359 Impact factor: 2.984
Information on sampling site, substrate, GenBank accession numbers of investigated genes and derived mitochondrial (mt) group for each Paraleius specimen in the present study.
| Sample ID | Location | Country | Coordinates | Substrate | COI-2 | D3-28S | 18S | mt Group | |
|---|---|---|---|---|---|---|---|---|---|
| R8_10_2 | Puch | AUT | 46.931075 | 15.764967 | Norway spruce | G1 | |||
| R8_20_2 | Puch | AUT | 46.931075 | 15.764967 | Norway spruce | G1 | |||
| R36_1 | Delnice | HRV | 45.420000 | 14.747217 | Silver fir | G6 | |||
| R36_2 | Delnice | HRV | 45.420000 | 14.747217 | Silver fir | G6 | |||
| R45_1 | Paldau | AUT | 46.939982 | 15.777055 | Norway spruce | G1 | |||
| R45_3 | Paldau | AUT | 46.939982 | 15.777055 | Norway spruce | G6 | |||
| R45_4 | Paldau | AUT | 46.939982 | 15.777055 | Norway spruce | G6 | |||
| R57_2 | Oberstorcha | AUT | 46.962122 | 15.790404 | Norway spruce | G6 | |||
| Pop09B_06 | Litorić | HRV | 45.412936 | 15.077517 | Silver fir | G2 | |||
| Pop09B_08 | Litorić | HRV | 45.412936 | 15.077517 | Silver fir | G2 | |||
| Pop09B_14 | Litorić | HRV | 45.412936 | 15.077517 | Silver fir | G5 | |||
| Pop09B_21 | Litorić | HRV | 45.412936 | 15.077517 | Silver fir | G3 | |||
| Pop09B_28 | Litorić | HRV | 45.412936 | 15.077517 | Silver fir | G2 | |||
| Pop10B_03 | Krk | HRV | 45.020253 | 14.571320 | Aleppo pine | G5 | |||
| Pop10B_05 | Krk | HRV | 45.020253 | 14.571320 | Aleppo pine | G5 | |||
| Pop10B_13 | Krk | HRV | 45.020253 | 14.571320 | Aleppo pine | G2 | |||
| Pop32F_12 | Friedersdorf | DEU | 51.03279 | 14.575399 | Trap | G1 | |||
| Pop39B_05 | Pula | HRV | 44.852277 | 13.831892 | Aleppo pine | G6 | |||
| Pop39B_14 | Pula | HRV | 44.852277 | 13.831892 | Aleppo pine | G6 | |||
| Pop39B_15 | Pula | HRV | 44.852277 | 13.831892 | Aleppo pine | G6 | |||
| Pop46B_13 | Karersee | ITA | 46.409973 | 11.577228 | Norway spruce | G1 | |||
| Pop46B_32 | Karersee | ITA | 46.409973 | 11.577228 | Norway spruce | G1 | |||
| Pop55B_01 | Sakhalinskaya Oblast | RUS | 46.784150 | 142.385500 | Sakhalin spruce | G4 | |||
| Pop55B_02 | Sakhalinskaya Oblast | RUS | 46.784150 | 142.385500 | Sakhalin spruce | G4 | |||
| Pop55B_03 | Sakhalinskaya Oblast | RUS | 46.784150 | 142.385500 | Sakhalin spruce | G4 | |||
| Pop55B_04 | Sakhalinskaya Oblast | RUS | 46.784150 | 142.385500 | Sakhalin spruce | G4 | |||
| Pop62F_16 | Flaach, Buch am Irchel | CHE | 47.540467 | 8.612300 | Trap | G1 | |||
| SsBl01 | Pietermaritzburg | ZAF | −29.526278 | 30.505167 | Lemon tree | outgroup | |||
| SsBl02 | Pietermaritzburg | ZAF | −29.526278 | 30.505167 | Lemon tree | outgroup | |||
| SsBl05 | Pietermaritzburg | ZAF | −29.526278 | 30.505167 | Lemon tree | outgroup | |||
| DpGU1 | Hart bei Graz | AUT | 47.063022 | 15.505042 | Apple tree | outgroup | |||
| DpGU2 | Hart bei Graz | AUT | 47.063022 | 15.505042 | Apple tree | outgroup | |||
Figure 1Maps with sampling sites of Paraleius species for the present study.
Figure 2Bayesian inference trees based on COI-2 (A), 18S (B) and D3-28S (D) gene of the P. leontonychus species complex. Additionally, 18S (C) and D3-28S (E) haplotype networks are provided. (F–H) Intra-and interspecific distances (uncorrected p-distances).
Symbols at nodes represent Bayesian posterior probability values (ppv) and bootstrap values (bv) for ML. Individual sampling information (host beetle, country, tree species) is presented as matrix next to the COI-2 BI tree. Different colors correspond to the six putative species.
Figure 3Species delimitation analyses (A) based on single and (B–D) multi locus data.
(A) Ultrametric COI-2 tree and results of five different SDAs are given. (B and C) BP&P graphs show the posterior probabilities for the number of putative species under different sets of priors. (D) Species tree of six Paraleius species presented as cloudogram. The darker the lines the more likely the respective branch. Only posterior probabilities >0.5 are shown. Colors of clades are same as in Fig. 1. Photo credit: M. Kerschbaumer.
Delimited species and their posterior probabilities of the BP&P species delimitation analysis using different sets of priors for ancestral population size (θ) and root age (τ).
Two different approaches of individual assignments were tested (UG1, UG2).
| Prior distributions | Delimited species and their posterior probabilities—bppX-UG1 | |||||||||
|---|---|---|---|---|---|---|---|---|---|---|
| G1 | G2 | G3 | G4 | G5 | G6 | G5 & G6 | ||||
| θ ~ G(2, 10), τ ~ G(2, 20) | 1.0 | 0.99991 | 0.99790 | 0.99799 | 0.93345 | 0.93345 | 0.06655 | 0.99999 | 0.99999 | |
| θ ~ G(2, 10), τ ~ G(2, 2,000) | 0.99999 | 0.99212 | 0.97757 | 0.98159 | 0.17725 | 0.17725 | 0.82275 | 0.99855 | 0.99372 | |
| θ ~ G(2, 10), τ ~ G(2, 500) | 1.0 | 0.99919 | 0.99632 | 0.99701 | 0.66184 | 0.66184 | 0.33816 | 0.99987 | 0.99939 | |
| θ ~ G(2, 100), τ ~ G(2, 200) | 1.0 | 1.0 | 0.99999 | 0.99999 | 0.99688 | 0.99688 | 0.00312 | 1.0 | 1.0 | |
| θ ~ G(2, 100), τ ~ G(2, 2,000) | 1.0 | 0.99790 | 0.98825 | 0.99121 | 0.51555 | 0.51554 | 0.48445 | 0.99958 | 0.99875 | |
| θ ~ G(2, 1000), τ ~ G(2, 200) | 1.0 | 0.99998 | 0.99995 | 0.99997 | 0.99619 | 0.99619 | 0.00381 | 1.0 | 1.0 | |
| θ ~ G(2, 1,000), τ ~ G(2, 2,000) | 1.0 | 0.99925 | 0.99606 | 0.99693 | 0.88828 | 0.88828 | 0.11172 | 0.99993 | 0.99987 | |
| θ ~ G(2, 10), τ ~ G(2, 20) | 1.0 | 0.99973 | 0.99780 | 0.99801 | 0.06440 | 1.0 | 0.06440 | 0.93560 | 1.0 | 1.0 |
| θ ~ G(2, 10), τ ~ G(2, 2,000) | 0.99999 | 0.98658 | 0.96112 | 0.96636 | 0.08659 | 0.99992 | 0.08659 | 0.91338 | 0.99848 | 0.99342 |
| θ ~ G(2, 10), τ ~ G(2, 500) | 1.0 | 0.99891 | 0.99395 | 0.99519 | 0.07339 | 1.0 | 0.07339 | 0.92661 | 0.99983 | 0.99934 |
| θ ~ G(2, 100), τ ~ G(2, 200) | 1.0 | 0.99990 | 0.99924 | 0.99932 | 0.24308 | 1.0 | 0.24308 | 0.75692 | 1.0 | 1.0 |
| θ ~ G(2, 100), τ ~ G(2, 2,000) | 1.0 | 0.99712 | 0.98109 | 0.98485 | 0.14210 | 0.99997 | 0.14209 | 0.85787 | 0.99948 | 0.99833 |
| θ ~ G(2, 1,000), τ ~ G(2, 200) | 1.0 | 1.0 | 0.99997 | 0.99997 | 0.71971 | 1.0 | 0.71971 | 0.28029 | 1.0 | 1.0 |
| θ ~ G(2, 1,000), τ ~ G(2, 2,000) | 1.0 | 0.99900 | 0.99523 | 0.99640 | 0.41163 | 1.0 | 0.41163 | 0.58837 | 0.99993 | 0.99976 |